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This is How Students Can Learn Problem-Solving Skills in Social Studies

A new study led by a researcher from North Carolina State University offers lessons on how social studies teachers could use computational thinking and computer-based resources to analyze primary source data, such as economic information, maps or historical documents. The findings suggest that these approaches advance not only computational thinking, but also student understanding of social studies concepts.

In the journal Theory & Research in Social Education , researchers reported findings from a case study of a high school social studies class called “Measuring the Past” that was offered in a private school. In the project-centered class, students used statistical software to analyze historical and economic data and identify trends. Researchers found students were able to learn problem-solving skills through the series of structured computer analysis projects.

“The purpose of social studies is to enhance student’s ability to participate in a democratic society,” said Meghan Manfra , associate professor of education at NC State. “Our research indicates computational thinking is a fruitful way to engage students in interdisciplinary investigation and develop the skills and habits they need to be successful.”

There is a growing effort to incorporate computational thinking across subjects in K-12 education, Manfra said, to help prepare students for a technology-driven world. Computers have made new techniques possible for historians and social scientists to analyze and interpret digital data, maps and images. Teachers face a potential “firehose” of primary source data they could bring into the classroom, such as the National Archives’ collection of historical letters, speeches, and maps important to American history .

“There are more efforts to integrate computer science across grade levels and subject areas,” Manfra said. “We take the definition of ‘computational thinking’ to be less computer science specific, and much more about a habit of mind. We see it as a structured problem-solving approach.”

In the high school class under study, researchers offered a phrase for the class to use as a guide for how to think about and structure the class projects: analyze the data, look for patterns, and then develop rules or models based on their analysis to solve a problem. They shortened that phrase to “data-patterns-rules.” The projects were also structured as a series, with each students gaining more independence with each project.

“The teacher had a lot of autonomy to develop a curriculum, and the projects were unique,” Manfra said. “Another important aspect of the structure was the students did three rounds of analyzing data, presenting their findings, and developing a model based on what they found. Each time, the teacher got more general in what he was giving the students so they had to flex more of their own thinking.”

In the first project, students analyzed Dollar Street , a website by GapMinder that has a database of photographs of items in homes around the world. Students posed and answered their own questions about the data. For example, one group analyzed whether the number of books in a home related to a family’s income.

In the second project, students tracked prices of labor or products like wool, grain and livestock in England to understand the bubonic plague’s impact on the economy during the Middle Ages.

In the last project, students found their own data to compare social or economic trends during two American wars, such as the War of 1812 and World War I. For example, one group of students compared numbers of draftees and volunteers in two conflicts and related that to the outcome of the war.

From the students’ work, the researchers saw that students were able to learn problem-solving and apply data analysis skills while looking at differences across cultures, the economic effects of historical events and to how political trends can help shape conflicts.

“Based on what we found, this approach not only enhances students’ computational thinking for STEM fields, but it also improves their social studies understanding and knowledge,” Manfra said. “It’s a fruitful approach to teaching and learning.”

From student essays about computational thinking, the researchers saw many students came away with a stronger understanding of the concept. Some students defined it as thinking “based on computer-generated statistics,” while others defined it as analyzing data so a computer can display it, and others said it meant analyzing information in a “computer-like” logical way. In addition, they also saw that students learned skills important in an age of misinformation – they were able to think deeply about potential limitations of the data and the source it came from.

“We found that students were developing data literacy,” Manfra said “They understood databases as a construction, designed to tell a story. We thought that was pretty sophisticated, and that thinking emerged because of what they were experiencing through this project.”

This story originally appeared on the NC State News site.

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How many times have we teachers thrown up our arms in exasperation and wanted to inquire of a student or a group of students, “What were you thinking?” How many times a day do we advise our students to “make good choices” and then cringe when they don’t?

All too often, students don’t, or can’t, simply because they don’t know how. Although we know that our students are constantly involved in a thinking process, we tend to take that process for granted, rationalizing that thinking is simply something that everybody does. The term thinking skills is itself broad and ambiguous. Turner refers to the “mental processes that individuals use to obtain, make sense of, and retain information, as well as how they process and use that information as a basis for solving problems.” 1 In social studies, we want to foster active citizens who have the ability to process information rationally to solve problems.

Yet many teachers are uncertain of how these skills are acquired. Too often, the idea of teaching thinking skills is synonymous with having students answer questions at the end of a chapter or recite material. My preservice methods students are often surprised that they will be responsible for teaching thinking skills in social studies instruction. Some students assume such an endeavor will be complicated and demanding; others believe that the questions written in blue ink in the margin of the teacher’s edition of textbooks will serve the purpose of “getting” children to think. But with planning and foresight, thinking skills strategies can be valuable tools in helping make the curriculum relevant, realistic, and stimulating to students. When teaching thinking skills through social studies instructions, teachers must not give these skills token attention or teach them in isolation, but must integrate them meaningfully into the curriculum.

An integral part of social studies instruction—and a key thinking skil#151;is problem solving. As defined by Hoge, problem solving is “finding the means to a distinctly conceived end or goal,” 2 and involves various formal strategies to reach that goal. As with the teaching of any thinking skill in social studies, problem solving skills need to be taught systematically, and this is next to impossible if teachers rely on the textbook for questions. As students become familiar with the process, they may need less time for actual instruction, practice, and feedback.

Steps in Problem Solving

The problem solving model, also referred to as discovery learning or inquiry , is a version of the scientific method and focuses on examining content. As applied to social studies instruction, the steps include the following:

• Define or perceive the problem. (The students are presented with a problem or question for which there is no immediate solution.)

• Formulate the hypothesis. (The students guess the causes of a problem.)

• Gather the data. (Information, either provided by the teacher or gathered by the students, is collected.)

• Evaluate or analyze the data. (The students examine and reflect on the information.)

• Use the data to confirm or reject the hypothesis. (The students use their reflections to help them consider whether their initial explanations are accurate.)

• Explain or reach a conclusion. (The students formulate and state their explanation for the original problem.)

Often, teachers see the practicality of such an approach in science but not in social studies. This misperception is ironic because social studies is filled with asking “why” and “how,” and most students are naturally curious about people and experiences, past and present.

Twenty Questions

Perhaps the simplest example of inquiry thinking is the game of Twenty Questions. By asking questions that the teacher answers with yes or no responses, students attempt to solve a problem put before them before they ask their twentieth question. Usually it is a whole-group activity, but it may be played in small groups or individually. Questions may be asked in a variety of formats: The students may take turns asking questions or each student may ask a series of questions in a row. Students may also work in pairs to formulate questions.

When first exposed to the game, the students’ questions are often random and haphazard, but with practice and the aid of the teacher, the students learn that they are working their way through the steps of inquiry as they play the game, and their questioning strategies become more sophisticated. Gathering data by asking questions, students use the answers to analyze and confirm or reject their hypotheses. For example, students can discover what led to the death of Sir Thomas More (see Box A), why Dalmatians have traditionally been the mascots of fire fighters, or why civilizations generally began near water. Applying Twenty Questions to social studies instruction involves the following steps.

1. The students understand that they must find the answer to the problem that the teacher has put before them.

2. The students guess or reason what they believe is the answer to the problem.

3. By asking questions of the teacher, the students gather data to solve the problem.

4. The students use the information to reflect on and determine whether the data are congruent with their hypothesis.

5. On the basis of the information gathered, the students determine whether their hypothesis is correct. If incorrect, they may use the information to develop a new hypothesis.

6. If the students believe that their hypothesis is correct, they may state their explanation in the form of a question (“Is it. . . ?”). If they believe that their original explanation is incorrect, they may repeat steps 3-5 until they have a new conclusion.

Because the purpose is to let the students exercise problem solving thinking skills, the activity need not be limited to only twenty questions. What is important is that the teacher walk the students through the steps as the game is played, reminding them that they are solving a problem and that their questions will help them gather data, or information, which, through reflection, will help them determine whether their original hypothesis, or explanation, was correct.

Concrete objects may aid in the inquiry. In connection with a reading lesson, a preservice teacher displayed a farming tool that was typical of those used during the era of Sarah, Plain and Tall. Working with a fourth-grade reading group, the teacher showed the students the hand-held tool (which had belonged to her family for more than one hundred years) and explained that it was similar to those on the farm in Sarah, Plain and Tall. She informed the students that through their questions, they would discover the too#146;s purpose. Their initial questions centered on what they thought it was (“Does it plow?” and “Does it cut things?”), but through the teacher’s prompting, they soon asked questions that reflected data-gathering strategies in formal problem solving (“Is it used to prepare the soil somehow?” and “Is it used after the crop or plant is picked or harvested?”). The students then tested their hypotheses. They needed to ask more than twenty questions, but eventually they concluded that the object was used to separate residue cotton fibers from the plant—an explanation that their teacher affirmed. Although growing cotton was not mentioned in Sarah, Plain and Tall, the students, living in rural Alabama, could appreciate the difficulty that harvesting cotton presented to their ancestors, and in turn they understood the hardships that farmers, such as those in the book, must have faced.

Conflicting Statements as Problem Solving Tools

Twenty Questions is a highly effective method of problem solving, but other approaches also enable middle school students to focus on complex questions. For instance, Naylor and Diem suggest examining conflicting or opposing statements from the same source; an example might be Thomas Jefferson’s public writings on equality and his private ownership of slaves. 3 Students must struggle with the contradiction between Jefferson’s words and his actions.

The question for the students to consider could be “How could Thomas Jefferson write and speak of equality for all men and yet engage in the ownership of human beings?” Because the issue is complex, the question may serve as the overriding problem to be solved, while other related questions may guide the problem solving. Progressions in inquiry might include such questions: Was Jefferson a hypocrite? Was he a racist? Did others in similar positions and circumstances reflect this contradiction? What was the social and political climate at the time? Did events make this sort of contradiction seem acceptable? Did Jefferson show any acknowledgment of this contradiction in his writings or letters? What were his views on slavery? How were his slaves treated? Was this contradiction reflected in his views and dreams for the United States? Does this contradiction make his writings and accomplishments any less important or admirable? Working in groups, pairs, or individually, students can engage in problem solving steps.

Data gathering in such an exercise works well if the students examine primary and secondary documents from a variety of sources. For example, at the Thomas Jefferson Papers at the Library of Congress (memory.loc.gov/ammem/mtjhtml/ mtjhome.html), students can view formal documents that Jefferson wrote, personal letters, letters of his contemporaries, a timeline of his life, and assorted biographies.

Teachers need to emphasize and reiterate the steps in problem solving during the assignment. A culminating discussion of, or solution to, the problem may serve as a catalyst for further exploration of another issue or contradiction. In addition to exercising their problem solving skills, students better understand Jefferson the man, eighteenth-century political and social thought, and the philosophical principles that helped found the United States. Middle school students, curious about the people and the past, are ready to discuss how the past relates to their lives and the implications for their future.

Problem Solving for Creative Thinking

Although teaching problem solving skills is a vital part of social studies instruction, teachers are too often unwilling or unsure of how to incorporate problem solving into the curriculum. Not the nebulous beast that many educators assume, problem solving skills can be a viable centerpiece for instruction if we simply take a deep breath and examine the potential that they afford. If we wish for students to be creative thinkers, we must give them opportunity to think creatively, and if we want them to make judgments and reason logically, they must have the opportunity to practice these skills regularly. Through such models as Twenty Questions and Conflicting Statements, teachers can incorporate problem solving skills into the curriculum and give these skills the attention that they, and the students, deserve.

1. Thomas N. Turner, Essentials of Elementary Social Studies (2nd ed.) (Needham Heights, MA: Allyn & Bacon, 1999), 160.

2. John Douglas Hoge, Effective Elementary Social Studies (Belmont, CA: Wadsworth, 1996), 50.

3. David T. Naylor and Richard Diem, Elementary and Middle School Social Studies (New York: Random House, 1987), 254.

William D. Edgington is an assistant professor of social science education, Sam Houston State University, P.O. Box 2119, Huntsville, Texas 77341. He may be reached at [email protected] .

Twenty Questions and the Issue of Sir Thomas More

(sixth grade).

Teacher: We’ve been talking about England under Henry VIII, and today we’re going to investigate one of the most celebrated men of the day, Sir Thomas More. More was an author who wrote about the ideal society ( Utopia ); an attorney; and even the Lord Chancellor, the second most powerful man in England. But circumstances arose that cost More not only his position in the government, but also his life. He refused to change his stance on certain issues, although he was given opportunities to do so, choosing death over a compromise of his values and beliefs. He was beheaded on July 6, 1535.

Your mission today is to figure out what cost Sir Thomas More his life—what issues did he believe in so strongly that he chose death rather than deny his principles. Remember, you may ask questions to which I can answer with “yes” or “no” as we go through the problem solving process. You may already have a hypothesis or an idea, and my answers to your questions will help you determine whether your hypothesis is correct.

Student 1: Did it have to do with Henry VIII?

Teacher: Yes.

Student 2: Did More get in a fight with Henry?

Teacher: Be more specific.

Student 2: Did he and Henry disagree on something?

Student 3: Did it have to do with war?

Teacher: No. (At this point, the teacher emphasizes that the data were either supporting or disproving the students’ hypotheses and that they might need to rethink their hypotheses as they continue their questioning.)

Student 4: Did it have to do with Henry’s religion?

Student 4: Did it have to do with Henry starting his own church?

Teacher: Partially, yes. (At this time, the students review the data.)

Student 3: Was he not in favor of it?

Student 3: Was More not in favor of Henry’s church?

Teacher: No, he wasn’t in favor of it, but there is more to it.

Student 5: Did he not think that Henry should be the head of his church?

Teacher: No, he did not. Do you want to state your hypothesis?

Student 5: More didn’t think that Henry should be head of the church.

Teacher: Good! He refused to sign the Act of Supremacy, which named the king as the Supreme Head of the Church of England. But there was another issue on which More would not budge.

Student 1: Did it have to do with all of Henry’s wives?

Student 1: Did it have to do with his divorce? His first one?

Teacher: Partially. (The teacher prompts the students as they review the circumstances surrounding the end of Henry’s marriage to Catherine of Aragon.)

Student 6: Did it have to do with his ditching Catherine of Aragon and marrying Anne Boleyn?

Teacher: Yes. Keep going.

Student 7: Did More not think that Anne Boleyn should be queen?

Teacher: That’s correct. Do you want to state your hypothesis?

Student 7: More didn’t think that Anne Boleyn should be queen.

Teacher: Right! He refused to sign the Act of Succession, which stated that Henry’s marriage to Anne Boleyn was lawful. He wouldn’t sign either the Act of Supremacy or the Act of Succession. So what issues ultimately led to Sir Thomas More’s death?

Student 8: Henry’s marriage to Anne Boleyn and Henry making himself the Head of the Church of England.

Teacher: All right, let’s discuss why More felt so strongly about these issues . . . .

For a short biography of Sir Thomas More, see Encarta Online Encyclopedia, 2000 at encarta.msn.com.

Using Problem Solving Skills in a Fifth-Grade Classroom

Alan Rock and Nicole Halbert

Like most of our classmates, we were surprised to learn that we would be expected to teach thinking skills in social studies. Before our methods course, we equated social studies with maps, states, capitals, and presidents. We were astonished to discover that we would not just be teaching facts, we would also be helping students discover concepts, make generalizations, and enhance their observation, listening, graphing, mapping, and reference skills.

One of the requirements for our social studies methods course was to incorporate thinking skills into lessons that we would teach during our practicum. When we explained to our fifth-grade students that we would be doing activities that might be a little out of the ordinary, they seemed willing to assume the position of “thinker” rather than merely that of the traditional question-answering student.

We used a Twenty Questions activity for a problem solving skills lesson. To preface the lesson, we explained the rules and played a practice game of Twenty Questions. The mystery object or goal that they had to identify was a paper clip. The students’ first questions were random and nonsequential: “Is it a car?” “Is it the principal?” “Is it Jeff?” They called out the first thing that popped into their heads. As the game progressed, we discussed the need for asking questions that built on previous questions and that would narrow down the search. Eventually, their questions became more focused: “Is it in the classroom?” “Is it bigger than the desk?” “Does it have moveable parts?” “Is it red?” At the close of the game, we discussed the scientific method (they were familiar with the term from science class) and applied the steps to the practice game. When they thought that they knew what the object was, they were forming a hypothesis; by asking questions, they were gathering data; our answers helped them evaluate the data and reject or confirm their hypothesis.

We then explained their problem-solving activity: They had to figure out what actually happened to Paul Revere on the night of his famous ride. Having just played the practice game helped—their questions were not nearly as off-the-wall as at first. Instead of calling out any idea that came into their heads, their questions showed thought: “Does it have anything to do with his horse?” “Does it have to do with other people?” “Does it have to do with other minutemen?” “Does it have to do with the British?” “Did the British shoot him?” We stopped the questioning periodically to think about the scientific method and to have the students talk about their hypotheses. They did solve the problem—in fewer than twenty questions. Revere was captured by a British Patrol and spent much of the night in jail.

At their own initiation, they shared ideas with one another. For example, when the class discovered that the problem had something to do with the British, one student asked whether Revere had been killed. Another student dismissed that hypothesis because Revere was famous and therefore couldn’t have been killed. Other students immediately came to the first student’s defense, naming famous people who had been killed—John F. Kennedy, Abraham Lincoln, and Martin Luther King, Jr., for example. Once they solved the problem, they had plenty of follow-up questions: “Why have we never heard that part of the story before?” “How do we know that part of the story is true?” We hadn’t planned on such questions, but we addressed the issues of reliability and resources. In retrospect, we could have had the students compare the information that they had acquired with the information in their textbook.

We used the activity as a preview to our unit on the American Revolution. But we probably learned more than the students did. As future teachers, we clearly see that social studies can advance the thinking skills that the students use each day. Social studies is too often associated with tracing and memorizing, but we know it doesn’t have to be. We now look forward to using problem solving in our lessons.

Alan Rock and Nicole Halbert are Methods Students, Sam Houston State University, Huntsville, TX

Problem Solving Method Of Teaching

The problem-solving method of teaching is the learning method that allows children to learn by doing. This is because they are given examples and real-world situations so that the theory behind it can be understood better, as well as practice with each new concept or skill taught on top of what was previously learned in class before moving onto another topic at hand.

What is your preferred problem-solving technique?

Answers : - I like to brainstorm and see what works for me - I enjoy the trial and error method - I am a linear thinker

Share it with me by commenting.

For example, while solving a problem, the child may encounter terms he has not studied yet. These will further help him understand their use in context while developing his vocabulary. At the same time, being able to practice math concepts by tapping into daily activities helps an individual retain these skills better.

One way this type of teaching is applied for younger students particularly is through games played during lessons. By allowing them to become comfortable with the concepts taught through these games, they can put their knowledge into use later on. This is done by developing thinking processes that precede an action or behavior. These games can be used by teachers for different subjects including science and language.

For younger students still, the method of teaching using real-life examples helps them understand better. Through this, it becomes easier for them to relate what they learned in school with terms used outside of school settings so that the information sticks better than if all they were given were theoretical definitions. For instance, instead of just studying photosynthesis as part of biology lessons, children are asked to imagine plants growing inside a dark room because there is no sunlight present. When questioned about the plants, children will be able to recall photosynthesis more easily because they were able to see its importance in real life.

Despite being given specific examples, the act of solving problems helps students think for themselves. They learn how to approach situations and predict outcomes based on what they already know about concepts or ideas taught in class including the use of various skills they have acquired over time. These include problem-solving strategies like using drawings when describing a solution or asking advice if they are stuck to unlock solutions that would otherwise go beyond their reach.

Teachers need to point out in advance which method will be used for any particular lesson before having children engage with it. By doing this, individuals can prepare themselves mentally for what is to come. This is especially true for students who have difficulty with a particular subject. In these cases, the teacher can help them get started by providing a worked example for reference or breaking the problem down into manageable chunks that are easier to digest.

Ultimately, the goal of teaching using a problem-solving method is to give children the opportunity to think for themselves and to be able to do so in different contexts. Doing this helps foster independent learners who can utilize the skills they acquired in school for future endeavors.

The problem-solving method of teaching allows children to learn by doing. This is because they are given examples and real-world situations so that the theory behind it can be understood better, as practice with each new concept or skill taught on top of what was previously learned in class before moving onto another topic at hand.

One way this type of teaching is applied for younger students particularly is through games played during lessons. By allowing them to become comfortable with the concepts taught through these games, they are able to put their knowledge into use later on. This is done by developing thinking processes that precede an action or behavior. These games can be used by teachers for different subjects including science and language.

For instance, a teacher may ask students to imagine they are plants in a dark room because there is no sunlight present. When questioned about the plants, children will be able to recall photosynthesis more easily because they were able to see its importance in real life.

It is important for teachers to point out in advance which method will be used for any particular lesson before having children engage with it. By doing this, individuals can prepare themselves mentally for what is to come. This is especially true for students who have difficulty with a particular subject. In these cases, the teacher can help them get started by providing a worked example for reference or breaking the problem down into manageable chunks that are easier to digest.

lesson before having children engage with it. By doing this, individuals can prepare themselves mentally for what is to come. This is especially true for students who have difficulty with a particular subject. In these cases, the teacher can help them get started by providing a worked example for reference or breaking the problem down into manageable chunks that are easier to digest.

The teacher should have a few different ways to solve the problem.

For example, the teacher can provide a worked example for reference or break down the problem into chunks that are easier to digest.

The goal of teaching using a problem-solving method is to give children the opportunity to think for themselves and to be able to do so in different contexts. Successful problem solving allows children to become comfortable with concepts taught through games that develop thinking processes that precede an action or behavior.

Introduce the problem

The problem solving method of teaching is a popular approach to learning that allows students to understand new concepts by doing. This approach provides students with examples and real-world situations, so they can see how the theory behind a concept or skill works in practice. In addition, students are given practice with each new concept or skill taught, before moving on to the next topic. This helps them learn and retain the information better.

Explain why the problem solving method of teaching is effective.

The problem solving method of teaching is effective because it allows students to learn by doing. This means they can see how the theory behind a concept or skill works in practice, which helps them understand and remember the information better. This would not be possible if they are only told about the new concept or skill, or read a textbook to learn on their own. Since students can see how the theory works in practice through examples and real-world situations, the information is easier for them to understand.

List some advantages of using the problem solving method of teaching.

Some advantages of using the problem solving method of teaching are that it helps students retain information better since they are able to practice with each new concept or skill taught until they master it before moving on to another topic. This also allows them to learn by doing so they will have hands-on experience with facts which helps them remember important facts faster rather than just hearing about it or reading about it on their own. Furthermore, this teaching method is beneficial for students of all ages and can be adapted to different subjects making it an approach that is versatile and easily used in a classroom setting. Lastly, the problem solving method of teaching presents new information in a way that is easy to understand so students are not overwhelmed with complex material.

The problem solving method of teaching is an effective way for students to learn new concepts and skills. By providing them with examples and real-world situations, they can see how the theory behind a concept or skill works in practice. In addition, students are given practice with each new concept or skill taught, before moving on to the next topic. This them learn and retain the information better.

What has been your experience with adopting a problem-solving teaching method?

How do you feel the usefulness of your lesson plans changed since adopting this method?

What was one of your most successful attempts in using this technique to teach students, and why do you believe it was so successful?

Were there any obstacles when trying to incorporate this technique into your class?

Did it take a while for all students to get used to the new type of teaching style before they felt comfortable enough to participate in discussions and ask questions about their newly acquired knowledge?

What are your thoughts on this method?

“I have had the opportunity to work in several districts, including one where they used problem solving for all subjects. I never looked back after that experience--it was exciting and motivating for students and teachers alike."

"The problem solving method of teaching is great because it makes my subject matter more interesting with hands-on activities."

I graduated from the Family and Consumption Sciences Department at Hacettepe University. I hold certificates in blogging and personnel management. I have a Master's degree in English and have lived in the US for three years.

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Case-based Teaching and Problem-based Learning

Case-based teaching.

With case-based teaching, students develop skills in analytical thinking and reflective judgment by reading and discussing complex, real-life scenarios. The articles in this section explain how to use cases in teaching and provide case studies for the natural sciences, social sciences, and other disciplines.

Teaching with Case Studies (Stanford University, 1994)

This article from the Stanford Center for Teaching and Learning describes the rationale for using case studies, the process for choosing appropriate cases, and tips for how to implement them in college courses.

National Center for Case Study Teaching in Science (University of Buffalo)

This site offers resources and examples specific to teaching in the sciences. This includes the “UB Case Study Collection,” an extensive list of ready-to-use cases in a variety of science disciplines. Each case features a PDF handout describing the case, as well as teaching notes.

The Case Method and the Interactive Classroom (Foran, 2001, NEA Higher Education Journal)

First-person account of how a sociology faculty member at University of California, Santa Barbara began using case studies in his teaching and how his methods have evolved over time as a professor.

The Case Method (University of Illinois)

Tips for teachers on how to be successful using the Case Method in the college/university classroom. Includes information about the Case Method values, uses, and additional resource links.

Problem-based Learning

Problem-based learning (PBL) is both a teaching method and an approach to the curriculum. It consists of carefully designed problems that challenge students to use problem solving techniques, self-directed learning strategies, team participation skills, and disciplinary knowledge. The articles and links in this section describe the characteristics and objectives of PBL and the process for using PBL. There is also a list of printed and web resources.

Problem-Based Learning Network (Illinois Mathematics and Science Academy)

Site includes an interactive PBL Model, Professional Development links, and video vignettes to illustrate how to effectively use problem-based learning in the classroom. The goals of IMSA's PBLNetwork are to mentor educators in all disciplines, to explore problem-based learning strategies, and to connect PBL educators to one another.

Problem-Based Learning: An Introduction (Rhem, 1998, National Teaching and Learning Forum)

This piece summarizes the benefits of using problem-based learning, its historical origins, and the faculty/student roles in PBL. Overall, this is an easy to read introduction to problem-based learning.

Problem-Based Learning (Stanford University, 2001)

This issue of Speaking of Teaching identifies the central features of PBL, provides some guidelines for planning a PBL course, and discusses the impact of PBL on student learning and motivation.

Problem-Based Learning Clearinghouse (University of Delaware)

Collection of peer reviewed problems and articles to assist educators in using problem-based learning. Teaching notes and supplemental materials accompany each problem, providing insights and strategies that are innovative and classroom-tested. Free registration is required to view and download the Clearinghouse’s resources.

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Problem-Solving: Our Social Studies Standards Call for Deep Engagement

We want Kentucky students to be increasingly able to “Think and solve problems in school situations and in a variety of situations they will encounter in life.” Yesterday’s post looked at how our science standards call for deep work to meet that expectation from our 1990 Kentucky Education Reform Act. Now, let’s turn to social studies, where our standards value problem-solving that includes attention to diverse perspectives and sustained work to develop shared and democratic decisions.

Examples of our social studies standards

Problem-solving matters across all grades in social studies. To give just a small taste:

Diverse perspectives get special attention in understanding social studies problems. As they work, students are also expected to discover that people all around them (and in all periods of the past) can see issues quite differently, and the standards expect students to grow steadily more skilled in understanding those varied views, Kentucky is working to equip:

Shared decisions on solutions required intensive work in social studies, where the overall goal is to equip young citizens. Thus, our standards call for:

All three elements –problem solving, understanding perspectives, and building shared decisions—come together at the high school level. There students are asked to “engage in disciplinary thinking and apply appropriate evidence to propose a solution or design an action plan relevant to compelling and/or compelling questions in civics” and do matching work on solutions and action plans in economics, geography, U.S. history and world history.

Working within a cycle of inquiry

Those examples and others like them reflect an “inquiry cycle” built into our social studies approach. As you can see from the graphic illustration below (taken from the standards document itself, Kentucky expects students to deepen their skills each year through work on:

Do notice that the second part of the cycle –the disciplinary investigation phase– includes robust detail on working with specific content knowledge each year. These are standards for focused inquiry, organized in thoughtful sequences that connect disciplines and build understanding grade by grade. The problem-solving skills are integrated into that framework of needed knowledge and understanding.

You can get a fuller sense of how these elements work together in each grade from the full standards document , which is definitely worth your close attention.

Problem-solvers now and years from now

Students who take on this kind of problem solving will be participating citizens right here, right now. To learn these capacities, they’ll have to explore varied experiences and understandings, listen to one another, and collaborate to complete big projects and assignments. Done well, those will be challenging, satisfying, memorable parts of each learner’s school years.

Students who solve problems in this inquiry-driven way will also be building skills that can last a lifetime. Imagine communities where many residents are good at this kind of exploring, listening, collaborating, and working toward shared decisions. They’ll be better at tackling local issues than we are today. They’ll be ready to take on bigger problems together and find bolder solutions, with rich results for each of them and all of us.

A note on organization : the science standards and the social studies standards took on a similar design challenge, trying to combine (a) high expectations for students engaging in key practices of scientists, historians, and other practitioners and (b) a lean statement of very important disciplinary content. In the science version, each performance expectation marries a specific practice with a scientific topic. In social studies, there are distinct (though tightly connected) standards for the major inquiry practices and for the investigations into content in each discipline. My take is that the social studies approach has a major benefit in inviting teachers to develop varied ways to apply practices to topics. The science approach could mean that teachers will only feel free to work on the specific practice/content combinations listed as our performance expectations. I support both, but I do think the social studies version invites richer learning opportunities.

Susan Perkins Weston analyzes Kentucky data and policy, and she’s always on the lookout for ways to enrich the instructional core where students and teachers work together on learning content. Susan is an independent consultant who has been taking on Prichard Committee assignments since 1991. She is a Prichard Committee Senior Fellow.

Problem-Solving: Kentucky’s Science Standards Go Deep

Problem-Solving across Many Disciplines

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Problem Solving Resources

Case studies, problem solving related topics.

What is Problem Solving?.

Quality Glossary Definition: Problem solving

Problem solving is the act of defining a problem; determining the cause of the problem; identifying, prioritizing, and selecting alternatives for a solution; and implementing a solution.

Problem Solving Chart

The Problem-Solving Process

In order to effectively manage and run a successful organization, leadership must guide their employees and develop problem-solving techniques. Finding a suitable solution for issues can be accomplished by following the basic four-step problem-solving process and methodology outlined below.

1. Define the problem

Diagnose the situation so that your focus is on the problem, not just its symptoms. Helpful problem-solving techniques include using flowcharts to identify the expected steps of a process and cause-and-effect diagrams to define and analyze root causes .

The sections below help explain key problem-solving steps. These steps support the involvement of interested parties, the use of factual information, comparison of expectations to reality, and a focus on root causes of a problem. You should begin by:

2. Generate alternative solutions

Postpone the selection of one solution until several problem-solving alternatives have been proposed. Considering multiple alternatives can significantly enhance the value of your ideal solution. Once you have decided on the "what should be" model, this target standard becomes the basis for developing a road map for investigating alternatives. Brainstorming and team problem-solving techniques are both useful tools in this stage of problem solving.

Many alternative solutions to the problem should be generated before final evaluation. A common mistake in problem solving is that alternatives are evaluated as they are proposed, so the first acceptable solution is chosen, even if it’s not the best fit. If we focus on trying to get the results we want, we miss the potential for learning something new that will allow for real improvement in the problem-solving process.

3. Evaluate and select an alternative

Skilled problem solvers use a series of considerations when selecting the best alternative. They consider the extent to which:

4. Implement and follow up on the solution

Leaders may be called upon to direct others to implement the solution, "sell" the solution, or facilitate the implementation with the help of others. Involving others in the implementation is an effective way to gain buy-in and support and minimize resistance to subsequent changes.

Regardless of how the solution is rolled out, feedback channels should be built into the implementation. This allows for continuous monitoring and testing of actual events against expectations. Problem solving, and the techniques used to gain clarity, are most effective if the solution remains in place and is updated to respond to future changes.

You can also search articles , case studies , and publications for problem solving resources.

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Introduction To 8D Problem Solving: Including Practical Applications and Examples

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Root Cause Analysis: The Core of Problem Solving and Corrective Action

One Good Idea: Some Sage Advice ( Quality Progress ) The person with the problem just wants it to go away quickly, and the problem-solvers also want to resolve it in as little time as possible because they have other responsibilities. Whatever the urgency, effective problem-solvers have the self-discipline to develop a complete description of the problem.

Diagnostic Quality Problem Solving: A Conceptual Framework And Six Strategies ( Quality Management Journal ) This paper contributes a conceptual framework for the generic process of diagnosis in quality problem solving by identifying its activities and how they are related.

Weathering The Storm ( Quality Progress ) Even in the most contentious circumstances, this approach describes how to sustain customer-supplier relationships during high-stakes problem solving situations to actually enhance customer-supplier relationships.

The Right Questions ( Quality Progress ) All problem solving begins with a problem description. Make the most of problem solving by asking effective questions.

Solving the Problem ( Quality Progress ) Brush up on your problem-solving skills and address the primary issues with these seven methods.

Refreshing Louisville Metro’s Problem-Solving System ( Journal for Quality and Participation ) Organization-wide transformation can be tricky, especially when it comes to sustaining any progress made over time. In Louisville Metro, a government organization based in Kentucky, many strategies were used to enact and sustain meaningful transformation.

Certification

Quality Improvement Associate Certification--CQIA

Certified Quality Improvement Associate Question Bank

Lean Problem-Solving Tools

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NEW Root Cause Analysis E-Learning

Quality 101

Making the Connection In this exclusive QP webcast, Jack ReVelle, ASQ Fellow and author, shares how quality tools can be combined to create a powerful problem-solving force.

Adapted from The Executive Guide to Improvement and Change , ASQ Quality Press.

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Problem-Solving Method in Teaching

The problem-solving method is a highly effective teaching strategy that is designed to help students develop critical thinking skills and problem-solving abilities . It involves providing students with real-world problems and challenges that require them to apply their knowledge, skills, and creativity to find solutions. This method encourages active learning, promotes collaboration, and allows students to take ownership of their learning.

Definition of problem-solving method.

Problem-solving is a process of identifying, analyzing, and resolving problems. The problem-solving method in teaching involves providing students with real-world problems that they must solve through collaboration and critical thinking. This method encourages students to apply their knowledge and creativity to develop solutions that are effective and practical.

Meaning of Problem-Solving Method

The meaning and Definition of problem-solving are given by different Scholars. These are-

Woodworth and Marquis(1948) : Problem-solving behavior occurs in novel or difficult situations in which a solution is not obtainable by the habitual methods of applying concepts and principles derived from past experience in very similar situations.

Skinner (1968): Problem-solving is a process of overcoming difficulties that appear to interfere with the attainment of a goal. It is the procedure of making adjustments in spite of interference

Benefits of Problem-Solving Method

The problem-solving method has several benefits for both students and teachers. These benefits include:

Steps in Problem-Solving Method

The problem-solving method involves several steps that teachers can use to guide their students. These steps include

Verification of the concluded solution or Hypothesis

The solution arrived at or the conclusion drawn must be further verified by utilizing it in solving various other likewise problems. In case, the derived solution helps in solving these problems, then and only then if one is free to agree with his finding regarding the solution. The verified solution may then become a useful product of his problem-solving behavior that can be utilized in solving further problems. The above steps can be utilized in solving various problems thereby fostering creative thinking ability in an individual.

The problem-solving method is an effective teaching strategy that promotes critical thinking, creativity, and collaboration. It provides students with real-world problems that require them to apply their knowledge and skills to find solutions. By using the problem-solving method, teachers can help their students develop the skills they need to succeed in school and in life.

5 Micro Teaching Skills [B.Ed]: You Must Need to Know Before Teaching

Concept of Learning and Motivation-B.Ed

Factors influencing learning-B.Ed Notes

Problem-Solving

Jabberwocky

Problem-solving is the ability to identify and solve problems by applying appropriate skills systematically.

Problem-solving is a process—an ongoing activity in which we take what we know to discover what we don't know. It involves overcoming obstacles by generating hypo-theses, testing those predictions, and arriving at satisfactory solutions.

Problem-solving involves three basic functions:

Seeking information

Generating new knowledge

Making decisions

Problem-solving is, and should be, a very real part of the curriculum. It presupposes that students can take on some of the responsibility for their own learning and can take personal action to solve problems, resolve conflicts, discuss alternatives, and focus on thinking as a vital element of the curriculum. It provides students with opportunities to use their newly acquired knowledge in meaningful, real-life activities and assists them in working at higher levels of thinking (see Levels of Questions ).

Here is a five-stage model that most students can easily memorize and put into action and which has direct applications to many areas of the curriculum as well as everyday life:

Expert Opinion

Here are some techniques that will help students understand the nature of a problem and the conditions that surround it:

It's Elementary

For younger students, illustrations are helpful in organizing data, manipulating information, and outlining the limits of a problem and its possible solution(s). Students can use drawings to help them look at a problem from many different perspectives.

Understand the problem. It's important that students understand the nature of a problem and its related goals. Encourage students to frame a problem in their own words.

Describe any barriers. Students need to be aware of any barriers or constraints that may be preventing them from achieving their goal. In short, what is creating the problem? Encouraging students to verbalize these impediments is always an important step.

Identify various solutions. After the nature and parameters of a problem are understood, students will need to select one or more appropriate strategies to help resolve the problem. Students need to understand that they have many strategies available to them and that no single strategy will work for all problems. Here are some problem-solving possibilities:

Create visual images. Many problem-solvers find it useful to create “mind pictures” of a problem and its potential solutions prior to working on the problem. Mental imaging allows the problem-solvers to map out many dimensions of a problem and “see” it clearly.

Guesstimate. Give students opportunities to engage in some trial-and-error approaches to problem-solving. It should be understood, however, that this is not a singular approach to problem-solving but rather an attempt to gather some preliminary data.

Create a table. A table is an orderly arrangement of data. When students have opportunities to design and create tables of information, they begin to understand that they can group and organize most data relative to a problem.

Use manipulatives. By moving objects around on a table or desk, students can develop patterns and organize elements of a problem into recognizable and visually satisfying components.

Work backward. It's frequently helpful for students to take the data presented at the end of a problem and use a series of computations to arrive at the data presented at the beginning of the problem.

Look for a pattern. Looking for patterns is an important problem-solving strategy because many problems are similar and fall into predictable patterns. A pattern, by definition, is a regular, systematic repetition and may be numerical, visual, or behavioral.

Create a systematic list. Recording information in list form is a process used quite frequently to map out a plan of attack for defining and solving problems. Encourage students to record their ideas in lists to determine regularities, patterns, or similarities between problem elements.

Try out a solution. When working through a strategy or combination of strategies, it will be important for students to …

Keep accurate and up-to-date records of their thoughts, proceedings, and procedures. Recording the data collected, the predictions made, and the strategies used is an important part of the problem solving process.

Try to work through a selected strategy or combination of strategies until it becomes evident that it's not working, it needs to be modified, or it is yielding inappropriate data. As students become more proficient problem-solvers, they should feel comfortable rejecting potential strategies at any time during their quest for solutions.

Monitor with great care the steps undertaken as part of a solution. Although it might be a natural tendency for students to “rush” through a strategy to arrive at a quick answer, encourage them to carefully assess and monitor their progress.

Feel comfortable putting a problem aside for a period of time and tackling it at a later time. For example, scientists rarely come up with a solution the first time they approach a problem. Students should also feel comfortable letting a problem rest for a while and returning to it later.

Evaluate the results. It's vitally important that students have multiple opportunities to assess their own problem-solving skills and the solutions they generate from using those skills. Frequently, students are overly dependent upon teachers to evaluate their performance in the classroom. The process of self-assessment is not easy, however. It involves risk-taking, self-assurance, and a certain level of independence. But it can be effectively promoted by asking students questions such as “How do you feel about your progress so far?” “Are you satisfied with the results you obtained?” and “Why do you believe this is an appropriate response to the problem?”

Featured High School Resources

Student Accountability Contracts for Upper Grades

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Collaboration Between General and Special Education Teachers

Center for Teaching

Teaching problem solving.

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Tips and Techniques

Expert vs. novice problem solvers, communicate.

Encourage Independence

Be sensitive

Frequently, when working problems, students are unsure of themselves. This lack of confidence may hamper their learning. It is important to recognize this when students come to us for help, and to give each student some feeling of mastery. Do this by providing positive reinforcement to let students know when they have mastered a new concept or skill.

Encourage Thoroughness and Patience

Try to communicate that the process is more important than the answer so that the student learns that it is OK to not have an instant solution. This is learned through your acceptance of his/her pace of doing things, through your refusal to let anxiety pressure you into giving the right answer, and through your example of problem solving through a step-by step process.

Experts (teachers) in a particular field are often so fluent in solving problems from that field that they can find it difficult to articulate the problem solving principles and strategies they use to novices (students) in their field because these principles and strategies are second nature to the expert. To teach students problem solving skills, a teacher should be aware of principles and strategies of good problem solving in his or her discipline .

The mathematician George Polya captured the problem solving principles and strategies he used in his discipline in the book How to Solve It: A New Aspect of Mathematical Method (Princeton University Press, 1957). The book includes a summary of Polya’s problem solving heuristic as well as advice on the teaching of problem solving.

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Teaching Social Problem-Solving with a Free Activity

February 3, 2018 by pathway2success 5 Comments

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How to Teach Social Problem Solving with a Free Activity Solving

Kids and young adults need to be able to problem-solve on their own. Every day, kids are faced with a huge number of social situations and challenges. Whether they are just having a conversation with a peer, working with a group on a project, or dealing with an ethical dilemma, kids must use their social skills and knowledge to help them navigate tough situations. Ideally, we want kids to make positive choices entirely on their own. Of course, we know that kids don’t start off that way. They need to learn how to collaborate, communicate, cooperate, negotiate, and self-advocate.

Social problem solving skills are critical skills to learn for kids with autism, ADHD, and other social challenges. Of course, all kids and young adults benefit from these skills. They fit perfectly into a morning meeting discussion or advisory periods for older kids. Not only are these skills that kids will use in your classroom, but throughout their entire lives. They are well worth the time to teach!

Here are 5 steps to help kids learn social problem solving skills:

1. Teach kids to communicate their feelings. Being able to openly and respectfully share emotions is a foundational element to social problem solving. Teaching I statements can be a simple and effective way to kids to share their feelings. With an I statement, kids will state, “I feel ______ when _____.” The whole idea is that this type of statement allows someone to share how their feeling without targeting or blaming anyone else. Helping kids to communicate their emotions can solve many social problems from the start and encourages positive self-expression.

2. Discuss and model empathy. In order for kids to really grasp problem-solving, they need to learn how to think about the feelings of others. Literature is a great way teach and practice empathy! Talk about the feelings of characters within texts you are reading, really highlighting how they might feel in situations and why. Ask questions like, “How might they feel? Why do you think they felt that way? Would you feel the same in that situation? Why or why not?” to help teach emerging empathy skills. You can also make up your own situations and have kids share responses, too.

3. Model problem-solving skills. When a problem arises, discuss it and share some solutions how you might go forward to fix it. For example, you might say, “I was really expecting to give the class this math assignment today but I just found out we have an assembly. This wasn’t in my plans. I could try to give part of it now or I could hold off and give the assignment tomorrow instead. It’s not perfect, but I think I’ll wait that way we can go at the pace we need to.” This type of think-aloud models the type of thinking that kids should be using when a problem comes up.

4. Use social scenarios to practice. Give a scenario and have kids consider how that person might feel in that situation. Discuss options for what that person might do to solve the problem, possible consequences for their choices, and what the best decision might be. Kids can consider themselves social detectives by using the clues and what they know about social rules to help them figure out the solution. These are especially fun in small groups to have kids discuss collaboratively. Use these free social problem solving cards to start your kids off practicing!

5. Allow kids to figure it out. Don’t come to the rescue when a child or young adult has a problem. As long as it’s not a serious issue, give them time to think about it and use their problem-solving skills on their own. Of course, it’s much easier to have an adult solve all the problems but that doesn’t teach the necessary skills. When a child comes to you asking for your help with a social problem, encourage them to think about it for five minutes before coming back to you. By that point, they might have already figured out possible solutions and ideas and might not even need you anymore.

If you are interested in helping your kids learn social problem solving skills right away, consider trying out these Social Problem Solving Task Cards . They highlight real social scenarios and situations that kids can discuss. The scenarios include a variety of locations, such as in classrooms, with family, with friends, at recess, and at lunch. This set is targeted for elementary-age learners.

Social Scenario Problem Solving Task Cards

Of course, older kids need social problem solving skills, too! If you work with older kids, you will love these Social Problem Solving Task Cards for Middle and High School Kids. These situations target age-appropriate issues that come up in classes, with friends, with family, in the hallway, in the cafeteria, and with online and texting.

Social Problem Solving Task Cards for Middle and High School

Remember that teaching social problem skills does take a little bit of planning and effort, but it will be well worth the time! Kids will use these skills to help them make social decisions in their everyday lives now and in the future!

Social Problem Solving with a Free Activity

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⭐ Kristina Scully 💖 SEL & Executive Functioning 💻 Blogger at www.thepathway2success.com 👩‍🏫 Curriculum Specialist 🏫 10 Year Special Ed Teacher

The Problem –solving Method in Education

Dr. V.K.Maheshwari, M.A (Socio, Phil) B.Sc. M. Ed, Ph.D.

Former Principal, K.L.D.A.V. (P.G) College, Roorkee, India

Science subject is one of the important subjects in school education. However, really the traditional teaching methods are challenged for their inability to foster critical thinking, holistic learning environment among children. The science subject must develop science process skills where children, observe, measure, classify, process information, interpret think on solving problems, analyze, synthesize, formulate conclusions, etc. but, it should be kept in mind that, creativity in an essential element of science.

Meaning and Definition of Problem solving method

In a problem solving method, children learn by working on problems. This enables the students to learn new knowledge by facing the problems to be solved. The students are expected to observe, understand, analyze, interpret find solutions, and perform applications that lead to a holistic understanding of the concept. This method develops scientific process skills. This method helps in developing brainstorming approach to learning concepts.

The students thinking on problem and their understanding of the science behind it is based on common sense. It does not start from textual knowledge. Rather it proceeds from experiencing to gradually forming concepts through books at later stage. It is a process from practice to theory not vice versa. Knowledge here is not a goal but a natural out came of working on tasks. Students live in the real world and like to deal with concrete things where they can touch, feel manipulate things then the method is useful in igniting the process of science learning

A problem is a task for which Problem–solving may be a purely mental difficulty or it may be physical and involve manipulation of data. , the person confronting it wants or needs to find a solution because the person has no readily available procedure for finding the solution. The person must make an attempt to find a solution. Problem solving is the act of defining a problem; determining the cause of the problem; identifying, prioritizing and selecting alternatives for a solution; and implementing a solution.

Problem-solving method aims at presenting the knowledge to be learnt in the form of a problem. It begins with a problematic situation and consists of continuous, meaningful, well-integrated activity. The problems are test to the students in a natural way and it is ensured that the students are genuinely interested to solve them.

Problem–solving may be a purely mental difficulty or it may be physical and involve manipulation of data. Problem-solving is the ability to identify and solve problems by applying appropriate skills systematically.

Problem-solving is a process—an ongoing activity in which we take what we know to discover what we don’t know. It involves overcoming obstacles by generating hypo-theses, testing those predictions, and arriving at satisfactory solutions.

Objectives of Problem-Solving: The specific objectives of problem solving in science are :

Tips for effective use of Problem solving method

Procedural steps of Problem solving method

Problem-based learning is a method of educating adult learners that combines theoretical knowledge with practical activities. The process engages participants in considering complex and challenging issues and encourages them towards finding an appropriate solution. The expectation is that participants will have the motivation to learn because the problem scenarios are based on real-life situations found in the workplace. The expectation is that participants will have the motivation to learn because the problem scenarios are based on real-life situations.

The procedural steps can be devided in two phases

a- Pre-active /Planning phase

b- Active / Execution phase

c- Post-active/Evaluation phase

The Pre-active / planning phase includes :

Defining the problem:

Active / Execution phase

The following are the general procedural steps in Execution phase:

Selection of the Problem and Presentation of the Problem : A number of problems are confronted by the students in the class or outside. They are made to select a problem as per their capacity and interest.

Each student is made to feel responsible for presenting the problem in front of the teacher and class as per his insight. The students are free to give their suggestions on the problem. Diagnose the situation so that your focus is on the problem .

Generation of alternative solutions: All the facts related to problem are collected either by a students or group. As a number of facts will be collected, it will help the students to keep the most pertinent facts and discard rest.

Generate alternative solutions: Postpone the selection of one solution until several alternatives have been proposed. Having a standard with which to compare the characteristics of the final solution is not the same as defining the desired outcome. Considering multiple alternatives can significantly enhance the value of final solution. Many alternative solutions should be generated before evaluating any of them. A common mistake in problem solving is that alternatives are evaluated as they are proposed, so the first desired solution is chosen, even if it’s not the best fit.

Evaluate and select an alternative: Skilled problem solvers use a series of considerations when selecting the best alternative. They consider the extent to which:

Implement and follow up on the solution: This is most important phase as a proper outline at this stage will lead to purposeful activity. The teacher will guide students to draw exact plan and follow it properly so that the solution to problem is reached. It is more or less like planning stage, where in a clear indication of outline leads to better result. Feedback channels must be built into the implementation of the solution, to produce continuous monitoring and testing of actual events against expectations. Problem solving, and the techniques used to derive elucidation, can only be effective in an organization if the solution remains in place and is updated to respond to future changes.

Post-active/Evaluation phase .

The following steps comes under this phase;

Reaching the Inferences and conclusions : The tentative solutions which are offered by students are properly noted down. A good number of arrangements, discussion, brainstorming results in reaching a satisfactory conclusion. The teacher has to be very careful at this stage as, if may lead to wrong conclusions. The discussions must be healthy and conducive atmosphere must be provided in the classroom for it.

The students review the entire process and find out each and every stage where in they have made any mistakes. Self-criticism and Self-realization will give training of self confidence. The teacher must see that objective have been achieved.

Writing the Report:

A complete report should be written by the students. This will include, how they planned, what discussions were held, how duties were assigned, how satisfactory conclusion was reached etc. It’s vitally important that students have multiple opportunities to assess their own problem-solving skills and the solutions they generate from using those skills. Frequently, students are overly dependent upon teachers to evaluate their performance in the classroom. The process of self-assessment is not easy, however. It involves risk-taking, self-assurance, and a certain level of independence. But it can be effectively promoted by asking students questions such as “How do you feel about your progress so far?” “Are you satisfied with the results you obtained?” and “Why do you believe this is an appropriate response to the problem?

Limitations of the problem-solving method.

Difficult to teach all topics of curriculum- Difficult to organise e- contents of syllabus according to this method. All topics and areas cannot be covered by this method. There is a lack of suitable books and references for the students. This is not suitable for all level students. Method does not suit students of lower classes.Mental activity dominates this method. Hence there is neglect of physical and practical experiences.

Can encourage dirty competition- Most people working in a group unconsciously perceive the situation as competitive. This generates behaviour which is destructive and drains the creative energy of the group. The natural reaction is to regain self-esteem, often by trying to sabotage the ideas of those who disagreed with us. Instead of looking for ways to improve on their ideas we choose to destroy them. These types of behaviour create an atmosphere which is incompatible with effective problem solving.

Possible lack of effective direction- Sometimes there is no effective teacher to give direction to the discussion, with the result that it wanders aimlessly. There is short of talented teachers to practice this method. There is always a doubt of drawing wrong conclusions.

Time and resource constraints- Problem solving is a relatively slow process. It is not economical from time and money point of view. Time consuming method.

Merits of Problem solving method

Knowledge Retention- Problem-based learning is practical and it requires participants to use their reasoning and problem-solving skills to resolve the scenarios they are presented with. As a result, the learning process is more effective because participants are not trying to memorize large volumes of information .

Develops Competencies- This method follows the principle of learning by doing. Problem-based learning is a collaborative method that fosters teamwork, diversity and mutual respect, which are invaluable competencies in the workplace. Participants also develop their abilities to think strategically.

Context Specific - In schools the problem-based learning may be limited in its effectiveness because it is highly context specific. During the learning process, participants are given a specific problem that is based on a foreseeable work scenario. They learn to use old facts in new references.

Method is scientific in nature - Develops good study habits and reasoning power. Helps to improve and apply knowledge and experiences. Stimulates thinking of the child. Develops desirable study habits in the students.

Develops qualities of initiative and self-dependence in the students- Students learn virtues such as patience, cooperation, and self-confidence. Learning becomes more interesting and purposeful. Develops qualities of initiative and self-dependence in the students, as they have to face similar problematic situations in real life too. Shared responsibility makes individuals more willing to take risks. The discussion of different points of view also helps the group to be more realistic in assessing the risks associated with particular courses of action.

Reduced bias- The shared responsibility of a group in arriving at decisions can. encourage individuals to explore seemingly unrealistic ideas and to challenge accepted ways of doing things. Individual biases and prejudices can be challenged by the ,group, forcing the individual to recognise them. Group pressure can also encourage individuals to accept that change is needed.

Better solutions- Groups of individuals can bring a broad range of ideas, knowledge and skills to bear on a problem. This creates a stimulating interaction of diverse ideas which results in a wider range and better quality of solutions. . They become capable to generalize. Students learn to find solution to their problem. When people who are affected by a problem or who will be involved in implementation are involved in finding a solution, they will know how and why that particular solution was chosen. Also, people with knowledge relevant to the problem can communicate that knowledge directly if they participate in solving the problem.

“There are many problems throughout the world, some that are very simplistic while others are very complicated with many details. In order to be an effective problem solver, a person has to have the ability to use prior problem solving skills on problems in the existing future”

(Ormrod, 2008).

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Inquiry in the Social Studies Classroom

Whether this is your first fall in the social studies classroom or your twentieth, you’re likely looking for resources that will inspire curiosity, motivate discussion, and spark new ideas in your students. I find that inquiry-based instructional strategies are designed to do just that: they create an active and engaged classroom by offering a diverse set of learning opportunities designed to appeal to the varying learning styles of the students in your classroom.

The C3 (College, Career, and Civic Life) Framework has at its bedrock a focus on incorporating the inquiry-arc in the social studies classroom. The heart of framework focuses on how we should think about how students learn content. Inquiry is the shift from “studying” to “doing” social studies. Inquiry learning provides the opportunity for students to put on the lenses of a historian, geographer, economist, or political scientist to gain knowledge and deepen their understanding of the past and the world today.

Download a FREE Sample Lesson from our new K-5 myWorld Interactive Social Studies program: Grade 2 Lesson Sample | Grade 5 Lesson Sample

You can bring exciting inquiry learning into your classroom with some key considerations and steps:

No matter what grade level you teach, these strategies are intended to create continuity and foster connections to your content area for your students. Listed below are some great examples of inquiry learning ideas to use in the K-12 classroom.

Grades K-5:

Introduce inquiry-based instruction to your classroom by encouraging your students to examine something they experience every day: their community. C3 Teachers’ Community History lesson gives your students the opportunity to consider what it means to be part of a community and explore how their community impacts each of them individually and as a group. For students in older grades, you can ask them to define what “community” means to them before they design their own self-directed inquiry project.

View sample lesson for Community History .

Download a FREE Sample Lesson from our new K-5 myWorld Interactive Social Studies program: Grade 2 Lesson Sample | Grade 5 Lesson Sample

Grades 6-8:

As students enter middle school, their curiosity extends to the past — and its implications on their present and future. Students can start to consider the meanings of fair and equal. Can FAIR and EQUAL be applied to all situations? Students will examine text and images related to these key concepts as they learn about the the structure of modern European governments and their relationships within the European Union.

View sample lesson for European Union–Is Equal Always Fair?

Grades 9-12: For older students, educators can help their students expand their understanding of the concepts of community and national history by unpacking the considerably more complicated saga of civil rights in America.

View sample lesson for Civil Rights

Students will evaluate the effectiveness of citizen-based and institutional action in addressing social and political problems at the local, state, tribal, national, and/or international level.

View sample lesson for What Makes A Movement Successful?

Students will use social science skills to understand civil liberties and civil rights as they relate to the accused.

View sample lesson for What Rights Should the Accused Have?

I hope these resources resonate with you and your colleagues and collaborators, inspiring you to try inquiry-based strategies in your classroom. If you’re interested in additional resources and lessons along these lines, check out Pearson’s Social Studies Learning Resources and C3 Teachers: College, Career & Civic Life .

Keishla Ceaser-Jones

Note: Fresh Ideas for Teaching blog contributors have been compensated for sharing personal teaching experiences on our blog. The views and opinions expressed in this blog are those of the authors and do not necessarily reflect the official policy or position of any other agency, organization, employer or company.

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Teaching Problem Solving

The other day, a physicist friend was working in the lab with her summer research students. They were talking about the work they’d been doing that summer and how there was no manual or instructions of any sort for any of it; no textbook, no lab procedure. It was as if they were making it up as they went along. Laughing about this, one of the students said, ‘You know what we need? We need an entire course with nothing but problems. Just give us one problem after another, and we figure out how to do them. Because that’s what real research is.’ The rest of the students laughed. And then all of them nodded. -Hanstedt, 2018, p. 41

Employers, college presidents, faculty, and students demonstrate remarkable consensus that problem solving is one of the most important outcomes of a college education (Bok, 2017; Hart Research Associates, 2015; Hora, Benbow, Oleson, 2016; Passow & Passow, 2017). At the time of this newsletter, there were 28 courses offered this year that included the words “problem*” and “solving” in [email protected] . Course descriptions ranged from focusing on how to apply techniques or skills, to solving problems, to tackling common problems encountered in the field, and concepts that included “problems” within their title. There are undoubtedly more courses that implicitly and explicitly focus on problem solving across campus. In light of this emphasis, it is important to ask, “What is a problem and what is problem solving?” and “How do I foster problem-solving skills in my course?” and eventually, "How will I be explicit about problem solving in my course and course description?" Although problem solving is often associated with STEM courses, this newsletter offers perspectives and teaching approaches from across the disciplines.

What is a “problem” and problem solving? Problems and problem solving may be context and discipline specific, but the concept and process have overarching components and similarities across contexts. Jonassen (2000, p. 65) defines a problem as an “unknown entity in some situation (the difference between a goal state and a current state)” such that “finding or solving for the unknown must have some social, cultural, or intellectual value.” Within courses, students may encounter a wide variety of current (e.g., a problem statement) and goal (e.g., a solution) states with different motivations for solving them. Students will be exposed to “well-structured” problems at one end of the spectrum, which have a typical solution path and solution, and “ill-structured” problems, which are highly context dependent and have no one solution path (Jonassen, 2000).

We bring in common case scenarios for students and try to develop the frameworks they need to approach a problem rather than just finding the answer. To help students think about the process, we scaffold scenarios over the years through self-study modules that students can complete on their own. The scenarios stay the same, but students can come back to them with new information and frameworks they have learned, a deeper toolbox to pull from in different clinical settings. This allows students to be lifelong learners and more flexible and adaptable in the future. -Dr. Steven Rougas, Director of the Doctoring Program, Alpert Medical School

Problem solving is a “goal-oriented” process that includes creating and manipulating problems as mental models (Jonassen, 2000). Brown faculty from a variety of disciplines were interviewed by Sheridan staff and asked, “What skills do students need to problem solve effectively?” They responded that students need to be able to do the following:

These skills, among others, target the following problem-solving steps (Pretz, Naples, & Sternbergy, 2003):

Problem solving is an iterative process, and as such, these steps do not necessarily progress in a linear fashion. When creating homework assignments, projects, exams, etc., it is helpful to identify the specific skills you want students to practice, the strategies they should use, and how you will evaluate the solutions they produce.

How do I foster problem-solving skills in my course? Instructors can signpost the problem-solving skills students should develop in their courses by adapting existing problem sets to fit recommendations from the Transparency in Learning and Teaching Project (TILT). The process of increasing transparency in assignments includes communicating the assignment’s purpose, task, and criteria to students (Winkelmes et al., 2016):

In one study, researchers found that in courses where at least two assignments had features of transparent assignments, students self reported increases in their academic confidence, sense of belonging, and mastery of skills, such as problem solving (Winkelmes et al., 2016). Below are examples of different skills needed for problem solving with suggestions on how you can foster these skills through adapted or new assignments and in-class exercises.

Communication A key skill for problem solving is knowing how to define and represent the problem and its solutions. This is true for all students, regardless of discipline. For example, Berkenkotter (1982, p. 33) states, “A writer is a problem solver of a particular kind. Writers’ ‘solutions’ will be determined by how they frame their problems, the goals they set for themselves, and the means or plans they adopt for achieving those goals.” To help students understand and connect to research in their field, instructors can assign short articles and guide students through rhetorical practices to make expert thinking more explicit. Provide students multiple opportunities to refine their writing allows them to learn “how to frame their problems.”

The distant past can seem uncomfortably strange to modern observers. As we discuss our class readings, one thing I like to do with my students is to explore what seems weird or even offensive to them about our texts and the societies that produced them. Thinking about the disconnect between ancient and modern attitudes, outlooks, beliefs, and values can be an incredibly productive way to think about cultural difference over space and time. - Professor Jonathan Conant, History and Classics

Critical Thinking Critical thinking is the “ability to assess your assumptions, beliefs, and actions” (Merriam & Bierema, 2014, p. 222) with the intent to change your actions in the future and is necessary when solving problems. It is a skill required during all steps of the problem-solving process. Fostering critical thinking in your students is one way to create a more inclusive classroom because you are inherently asking students to challenge their assumptions and biases.

Instructors can use the following conditions to promote critical thinking in your classroom (Merriam & Bierema, 2014):

Collaboration/Teamwork Instructors can develop aspects of problem solving by being intentional about team building, connecting students to alternative perspectives, and being explicit about the expectations of teamwork in the field (e.g., as a researcher, industry partner, consultant, etc.). You can create homework assignments using the TILT framework , which asks students to evaluate both their own and peers’ interactions in teams. There are several models or rubrics for how to assess teamwork, such as the AAC&U Teamwork Value Rubric , which focuses on students’ behaviors or the Comprehensive Assessment of Team Member Effectiveness (CATME) , which is a free packaged tool that gathers information from students and groups them into teams.

We use team-based learning exercises and collaborative problem solving. Students are assigned pre-reading to expand their knowledge so they are able to think through different aspects of a scenario before they come to class. In class, the discussion focuses on a team deciding and agreeing on what the next steps in a case will be. The problem-solving skills that this team discussion focuses on are interpersonal communication, being an active listener, and a collaborative team member. It is not high stakes, but together the team will succeed or fail. - Sarita Warrier, Assistant Dean for Medical Education, Alpert Medical School

A jigsaw is another collaborative approach to teach students how to break up a problem into smaller components. For example, in a class on Romanticism and Romantic philosophies, three groups of students would each be given the following questions about five poems: “How does the writer view nature?” (Group 1), “How does the writer view society?” (Group 2), “How does the writer view the purpose of poetry?” (Group 3). After discussion, three new groups, with representatives from each of these three clusters, might discuss a broader question, such as, “Using the information gathered in the first groups [...] what are Romanticism’s goals? What’s the agenda of the Romantic poets?” (Handstedt, 2018, pp. 121-122).

Reflection Activities or Assignments Expert researchers, practitioners, and educators incorporate reflection and iteration as part of their practice. Key steps of the problem-solving process include being reflective about the process and what is working or not working towards a goal. In a previous newsletter, Promoting Metacognition , the Sheridan Center provided a list of several activities and assignments you could use to help students be reflective in your course. These activities range from short minute papers , to semester-long reflective journals. Think-alouds, or having a student verbally solve a problem with another student, can also help students develop reflective problem-solving skills because it “provides a structure for students to observe both their own and another’s process of learning” (Barkley, 2010, p. 259).

For more strategies on how to engage students in these skills and topics, please see the Sheridan Center’s newsletter, Inclusive Teaching Through Active Learning . It is important to be explicit in how you approach problem solving and convey that information both through your course description, syllabi, and content.

Opportunities at Sheridan for Development of Problem Solving Problem solving is a necessary skill in all disciplines and one that the Sheridan Center is focusing on as part of the Brown Learning Collaborative , which provides students the opportunity to achieve new levels of excellence in six key skills traditionally honed in a liberal arts education – critical reading, writing, research, data analysis, oral communication, and problem solving. To help you think through how to integrate opportunities for students to problem solve effectively in your course, the Sheridan Center offers problem solving professional development opportunities for faculty and students in an effort to engage intergenerational, faculty-student teaching teams.

Problem-Solving Course Design Institute Increasing assignment transparency is at the core of Problem-Solving Course Design Institute (PSCDI). PSCDI is a two-day workshop for faculty, staff, postdocs, and graduate student teams to (re)design assignments that engage students in the problem-solving process. Upon successful completion, faculty participants will receive a $2,000 grant to implement their ideas. For more information on PSCDI and past recipents, please see this Sheridan web resource .

Problem-Solving Fellows Program Undergraduate students who are currently or plan to be peer educators (e.g., UTAs, lab TAs, peer mentors, etc.) are encouraged to take the course, UNIV 1110: The Theory and Teaching of Problem Solving. Within this course, we focus on developing effective problem solvers through students’ teaching practices. We discuss reflective practices necessary for teaching and problem solving; theoretical frames for effective learning; how culture, context, and identity impact problem solving and teaching; and the impact of the problem-solving cycle. For more information, please see this Sheridan web resource and contact Dr. Christina Smith, Sheridan Center (via [email protected] ).

Berkenkotter, C. (1982). Writing and problem solving. In T. Fulwiler & A. Young (Eds.), Language connections: Writing and reading across the curriculum (pp. 33-44). Urbana, Illinois: National Council of Teachers of English.

Barkley, E.F. (2010). Student engagement techniques: A handbook for college faculty . San Francisco, CA: Jossey-Bass.

Bok, D. (2017). The struggle to reform our colleges. Princeton, NJ: Princeton University Press.

Hanstedt, P. (2018). Creating wicked students: Designing courses for a complex world . Sterling, VA: Stylus.

Hart Research Associates. (2015). Falling short? College learning and career success . Survey carried out for AAC&U. Available: https://www.aacu.org/sites/default/files/files/LEAP/2015employerstudents…

Hora, M.T., Benbow, R. J., & Oleson, A. K.. (2016). Beyond the skills gap: Preparing college students for life and work . Cambridge, MA: Harvard University Press.

Jonassen, D. H. (2000). Toward a design theory of problem solving. Educational technology research and development , 48(4), 63-85.

Kapur, M. (2016). Examining productive failure, productive success, unproductive failure, and unproductive success in learning. Educational Psychologist , 51(2), 289-299.

Merriam, S. B., & Bierema, L. L. (2014). Adult learning: Linking theory and practice . John Wiley & Sons.

Passow, H.J., & Passow, C.H. (2017). What competencies should undergraduate engineering programs emphasize? A systematic review. Journal of Engineering Education , 106(3): 475-526.

Pretz, J.E., Naples, A. J., & Sternbergy, R. J. (2003). Recognizing, defining, and representing problems. In J. E. Davidson & R. J. Sternberg (Eds.), The psychology of problem solving (pp. 3-30). New York: Cambridge University Press.

Winkelmes, M.A., Bernacki, M., Butler, J., Zochowski, M., Golanics, J., & Weavil, K. H. (2016). A teaching intervention that increases underserved college students’ success. Peer Review , 18(1/2), 31–36.

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COMMENTS

This is How Students Can Learn Problem-Solving Skills in Social Studies
Researchers found students were able to learn problem-solving skills through the series of structured computer analysis projects. "The purpose of social studies is to enhance student's ability to participate in a democratic society," said Meghan Manfra, associate professor of education at NC State.
Getting Started With PBL in Social Studies
PBL in Social Studies in 5 Steps. 1. Create a question for students to answer in their project: The driving question in my unit was how to solve a current problem affecting a Latin American country of the students' choosing. I gave them this prompt: "You are a 17-year-old revolutionary in your country.
Solving Problems with Twenty Questions
The problem solving model, also referred to as discovery learning or inquiry, is a version of the scientific method and focuses on examining content. As applied to social studies instruction, the steps include the following: • Define or perceive the problem.
Problem Solving Method Of Teaching
The problem solving method of teaching is a popular approach to learning that allows students to understand new concepts by doing. This approach provides students with examples and real-world situations, so they can see how the theory behind a concept or skill works in practice.
Case-based Teaching and Problem-based Learning
Problem-based learning (PBL) is both a teaching method and an approach to the curriculum. It consists of carefully designed problems that challenge students to use problem solving techniques, self-directed learning strategies, team participation skills, and disciplinary knowledge.
PDF Problem Based Learning: A Student-Centered Approach
Problem-based learning is a teaching method in which students' learn through the complex and open ended ... It can develop critical thinking skill, problem solving abilities, communication skills and lifelong learning. The purpose of this study is ... economics, business, social studies, and engineering. It encourages students to develop ...
Problem-Solving: Our Social Studies Standards Call for Deep Engagement
The problem-solving skills are integrated into that framework of needed knowledge and understanding. You can get a fuller sense of how these elements work together in each grade from the full standards document, which is definitely worth your close attention. Problem-solvers now and years from now
Problem Solving Skills in Social Studies Education and Problem Solving
Problem solving skills are mentioned among the skills which need to be acquired in the Social Studies course. In this study, how the social studies teachers perceived problem solving...
What is Problem Solving? Steps, Process & Techniques
Problem solving is the act of defining a problem; determining the cause of the problem; identifying, prioritizing, and selecting alternatives for a solution; and implementing a solution. The problem-solving process Problem solving resources Problem Solving Chart The Problem-Solving Process
Problem-Solving Method In Teaching
The problem-solving method in teaching involves providing students with real-world problems that they must solve through collaboration and critical thinking. This method encourages students to apply their knowledge and creativity to develop solutions that are effective and practical. Meaning of Problem-Solving Method
Problem Solving in Social Studies: Two Examples from the Classroom
Describes two methods to incorporate problem-solving into social studies classes. Project REACH, a five-step method, teaches students the process of problem solving while using a variety of materials and classroom situations. Project USMES incorporates problem solving into a set of specially developed curriculum materials. (Author/AV)
METHODS AND RESOURCES IN TEACHING SOCIAL STUDIES
Some methods of teaching Social Studies include, stimulation, laboratory, inquiry, project, dramatizations, questions and answer, field-trips, discussion, lecture, problem-solving,...
Problem Solving Resources
Problem-solving is a process—an ongoing activity in which we take what we know to discover what we don't know. It involves overcoming obstacles by generating hypo-theses, testing those predictions, and arriving at satisfactory solutions. Problem-solving involves three basic functions: Seeking information Generating new knowledge Making decisions
Teaching Problem Solving
This helps them to think critically about their own problem solving and helps you to more easily identify where they may be having problems. Two-Column Solution (Math) Two-Column Solution (Physics) Encourage Independence Model the problem solving process rather than just giving students the answer.
3.2: Problem Solving Approaches and Interventions
There are six problem solving approaches and interventions most commonly used among practitioners. Each approach examines a different aspect of a social problem. The nature of the problem and people involved determines the most appropriate intervention to apply.
Problem Solving in Social Studies: Concepts and Critiques
Problem Solving in Social Studies: Concepts and Critiques. Ronald L. Van Sickle, J. D. Hoge Published 10 November 1989 Education Recent developments in the field of cognitive psychology, particularly in the area of information processing, have shed light on the way people think in order to make decisions and solve problems.
Teaching Social Problem-Solving with a Free Activity
Here are 5 steps to help kids learn social problem solving skills: 1. Teach kids to communicate their feelings. Being able to openly and respectfully share emotions is a foundational element to social problem solving. Teaching I statements can be a simple and effective way to kids to share their feelings. With an I statement, kids will state ...
The Problem -solving Method in Education
Problem solving is the act of defining a problem; determining the cause of the problem; identifying, prioritizing and selecting alternatives for a solution; and implementing a solution. Problem-solving method aims at presenting the knowledge to be learnt in the form of a problem.
Project-Based Learning: An Evidence-Based Way to Improve Social Studies
Thankfully, we don't have to invent something new. Rigorous project-based learning clearly meets the panel's recommendations and is a highly effective way to teach social studies, history, and civics. Project-based learning (PBL) is an inquiry-based approach in which students are active learners who work on complex and authentic tasks.
Inquiry in the Social Studies Classroom
Pearson's K-12 social studies programs integrate a similar teaching and learning cycle that incorporates an inquiry mindset in your daily instruction and provides larger inquiry projects that include Project-Based Learning, Collaborative Civic Discussions, and Writing From Sources or DBQs (Document Based Questions).
Problem Solving Model
Step 2: Representing the Problem. This is the step that experts spend the most amount of time on! Students should be externally drawing out the problem, constraints on solving it, and possible solution paths. By representing the problem on paper they are saving precious cognitive resources to put to use in other ways.
Teaching Problem Solving
Problem solving is a necessary skill in all disciplines and one that the Sheridan Center is focusing on as part of the Brown Learning Collaborative, which provides students the opportunity to achieve new levels of excellence in six key skills traditionally honed in a liberal arts education - critical reading, writing, research, data ...
Problem Solving
The problem solving process, or model, is one methodology in which people can go about solving their day-to-day problems whether they be personal or professional. The steps in this process...
Project-Based Learning Using Discussion and Lesson-Learned Methods via
This research aims to 1) develop the project-based learning using discussion and lesson-learned methods via social media model (PBL-DLL SoMe Model) used for enhancing problem solving skills of undergraduate in education student, and 2) evaluate the PBL-DLL SoMe Model used for enhancing problem solving skills of undergraduate in education student.