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TEACHING THINKING AND 
PROBLEM SOLVING SKILLS IN 
THE CLASSROOM 
FR. PASCUAL SALAS, OSM
PROBLEM SOLVING 
 the ability to identify and solve problems by 
applying appropriate skills systematically.
BASIC FUNCTIONS 
 Seeking information 
 Generating new knowledge 
 Making decisions
FIVE STAGE - MODEL 
 Understand the problem 
 Describe any barriers 
 Identify various solutions 
 Try out a solution 
 Evaluate the results
UNDERSTANDING THE 
PROBLEM 
 List all related relevant facts. 
 Make a list of all the given information. 
 Restate the problem in their own words. 
 List the conditions that surround a problem. 
 Describe related known problems.
DESCRIBE ANY BARRIERS 
 what is creating the problem? 
 verbalize impediments
IDENTIFY VARIOUS 
SOLUTIONS 
 Create visual images 
 Guesstimate 
 Create a table 
 Use manipulatives 
 Work backward 
 Look for a pattern 
 Create a systematic list
TRY OUT A SOLUTION 
 Keep accurate and up-to-date records of their 
thoughts, proceedings, and procedures 
 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 
 Monitor with great care the steps undertaken 
as part of a solution
TRY OUT A SOLUTION 
 Feel comfortable putting a problem aside for a 
period of time and tackling it at a later time
EVALUATE THE RESULTS 
 involves risk-taking, 
 self-assurance, and 
 a certain level of independence
EVALUATE THE RESULTS 
 “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?”
PROBLEM SOLVING STRATEGIES 
- HEURISTICS 
 Identify subgoals 
 Use paper and pencil 
 Draw an analogy 
 Brainstorm 
 “Incubate”
For teaching algorithms 
 Describe and demonstrate specific procedures and 
the situations in which each can be used. 
 Provide worked-out examples of algorithms being 
applied, and ask students to explain what is 
happening in each step. 
 Help students understand why particular algorithms 
are relevant and effective in certain situations. 
 When a student’s application of an algorithm yields an 
incorrect answer, look closely at what the student has 
done, and locate the trouble spot
For teaching heuristics 
 Give students practice in making ill-defined 
problems more specific and well defined. 
 Teach heuristics that students can use in 
situations where no specific algorithms apply; for 
example, encourage rounding, identifying 
subgoals, and drawing analogies
For teaching both algorithms and 
heuristics 
 Teach problem-solving strategies within the context of specific subject 
areas (not as a topic separate from academic content) and, ideally, 
within the context of authentic activities. 
 Engage in joint problem-solving activities with students, modelling 
effective strategies and guiding students’ initial efforts. 
 Provide scaffolding for difficult problems (e.g., break them into smaller 
and simpler problems, give hints about possible strategies, or provide 
partial solutions). 
 Ask students to explain what they are doing as they work through a 
problem. 
 Have students solve problems in small groups, sharing ideas about 
problem-solving strategies, modelling various approaches for one 
another, and discussing the merits of each approach.
STUDY SKILLS 
 Taking Notes 
 Writing reports and research papers 
 Reading textbooks 
 Memorizing important facts 
 Time management 
 Homework help

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Teaching thinking and problem solving skills

  • 1. TEACHING THINKING AND PROBLEM SOLVING SKILLS IN THE CLASSROOM FR. PASCUAL SALAS, OSM
  • 2. PROBLEM SOLVING  the ability to identify and solve problems by applying appropriate skills systematically.
  • 3. BASIC FUNCTIONS  Seeking information  Generating new knowledge  Making decisions
  • 4. FIVE STAGE - MODEL  Understand the problem  Describe any barriers  Identify various solutions  Try out a solution  Evaluate the results
  • 5. UNDERSTANDING THE PROBLEM  List all related relevant facts.  Make a list of all the given information.  Restate the problem in their own words.  List the conditions that surround a problem.  Describe related known problems.
  • 6. DESCRIBE ANY BARRIERS  what is creating the problem?  verbalize impediments
  • 7. IDENTIFY VARIOUS SOLUTIONS  Create visual images  Guesstimate  Create a table  Use manipulatives  Work backward  Look for a pattern  Create a systematic list
  • 8. TRY OUT A SOLUTION  Keep accurate and up-to-date records of their thoughts, proceedings, and procedures  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  Monitor with great care the steps undertaken as part of a solution
  • 9. TRY OUT A SOLUTION  Feel comfortable putting a problem aside for a period of time and tackling it at a later time
  • 10. EVALUATE THE RESULTS  involves risk-taking,  self-assurance, and  a certain level of independence
  • 11. EVALUATE THE RESULTS  “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?”
  • 12. PROBLEM SOLVING STRATEGIES - HEURISTICS  Identify subgoals  Use paper and pencil  Draw an analogy  Brainstorm  “Incubate”
  • 13. For teaching algorithms  Describe and demonstrate specific procedures and the situations in which each can be used.  Provide worked-out examples of algorithms being applied, and ask students to explain what is happening in each step.  Help students understand why particular algorithms are relevant and effective in certain situations.  When a student’s application of an algorithm yields an incorrect answer, look closely at what the student has done, and locate the trouble spot
  • 14. For teaching heuristics  Give students practice in making ill-defined problems more specific and well defined.  Teach heuristics that students can use in situations where no specific algorithms apply; for example, encourage rounding, identifying subgoals, and drawing analogies
  • 15. For teaching both algorithms and heuristics  Teach problem-solving strategies within the context of specific subject areas (not as a topic separate from academic content) and, ideally, within the context of authentic activities.  Engage in joint problem-solving activities with students, modelling effective strategies and guiding students’ initial efforts.  Provide scaffolding for difficult problems (e.g., break them into smaller and simpler problems, give hints about possible strategies, or provide partial solutions).  Ask students to explain what they are doing as they work through a problem.  Have students solve problems in small groups, sharing ideas about problem-solving strategies, modelling various approaches for one another, and discussing the merits of each approach.
  • 16. STUDY SKILLS  Taking Notes  Writing reports and research papers  Reading textbooks  Memorizing important facts  Time management  Homework help