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Conceptual Approach

Conceptual approach

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  • 1.Conceptual Approach

2. Conceptual approachIt is choosing and defining content of acertain discipline to be taught through theuse of big and pervasive ideasIt is using the content as a means ofleading the students to discover the lawsand principles or generalizations thatgovern a particular subject or discipline 3. The main pervasive theme Conceptualunderlying a major fieldscheme Statement of fundamentalprinciple processessGeneral statement generalizatiorelating two nconcepts conceptSynthesis of factsA simple statement offacttruth 4. Terma ConceptFactBooks have four squares;chalkboard has four squares;Concept Chalkborad, books etc have fourside having the same shape andcharactyeristicsGeneralizationQuadrilaterals are figures withfour sidesPrinciple Quadrilateral is a closed figurehaving four sides and a kind ofpolygonConceptual scheme Polygons are figures that could befound in the environment 5. ConceptConceptattainmeformationtnConceptual approachInductivDeductive methode method 6. CONCEPTUALATTAINMENT 7. Is the process of defining concepts byfinding those attributes that areabsolutely essential to the meaning anddisregarding those that are notIt also involves learning to dicriminatebetween what is and is not an example ofthe conceptsIt helps the learners attain the meaningof concepts through the inductiveprocess of comparing examples and non-examples until a defifnition is derived 8. Determine if the concept isstep 1: select and appropriate and teachabledefine a conceptaccording to this model. The definition should be clear and the attributes are identifiableStep 2: Select the Determine those qualities thatattributesare essential to the conceptIt is the stage where the keyStep 3: developconcept are being developedpositive andthrough the essential andnegative examplesnonessential attributes given bystudents 9. Step 4:The stage of explainingintroduce theclearly what you will beprocess to thedoing and what each step willstudentsentailStep 5: presentthe examplesThe listing out of positiveand the list ofand negative attributesattributesStep 6: Develop The stage of using thea conceptpositive attributes to helpdefinition students define the concept 10. It is the stage of improving theStep 7: givemeaning for the students whoadditionalcomprehends slowly and aexampplesreinforcement to those fastlearnersStep 8: discussthe process with This helps them to see howthe class concepts are formed It is to determine if the conceptStep 9: evaluate has been retained by thestudents 11. CONCEPTUALFORMATION 12. The important principleunderlying this method isthat understandings arebuilt, not acquiredIt helps students thinkeffectively, refining andextending studentsunderstanding to approachnew information they 13. Step 1: list asmany as possiblethat areWhat do you see? Notice? Findassociated withhere?the subjectStep 2: group theitems because Do any of these items seem tothey are alike in belong together?some waysStep 3: label thegroups bydefining the Why would you group themlreasons fortogether?gruoping 14. Step 4: regroupCould some of these belong inindividual or one group?whole groups Can we put these items inunder groups different groupsStep 5: synthesizethe informationby summarizing Can someone say in onethe data and sentence something about allforming these groups?generalizationStep 6: evaluateassessmentstudents progress 15. INDUCTIVEMETHOD 16. form of reasoning in which a general lawis derived from a study ofparticular objects or specific processes.Students use measurements, manipulatorsorconstructive activities and patterns etcto discover a relationship. They laterformulatea law or rule about thatrelationship based on their observations,experiences,inferences and conclusions. 17. Example 1:Ask pupils to draw anumber of triangles. Ask them tomeasure the threeangles of each triangle and findtheir sum. They will find that thesum of the threeangles of all triangles is 180o. 18. Example 2:Ask pupils to find thesum of two odd numbers like3+5=8, 5+7=12,9+11=20, etc. They will find thatthe sum of two odd numbers is aneven number. 19. Steps in the inductive method:1) The first step is clear recognition ofthe problem. It should be clearlyunderstood and defined by the pupils.2) Once the problem has been defined,the child should start searching fordata fromall possible sources likebooks, magazines, journals, makingvisits to certain placesetc. 20. Steps in the inductive method:3) Under the guidance of theteacher, the pupils organize the datawhich they havecollected fromvarious sources. They select relevantdata and discard irrelevantmaterial. 21. Steps in the inductive method:4) By studying particular instances,the pupils frame possible solutions5) These solutions are discussed,argued and judged. Thus tentativesolutions are eliminated and only theprobable solutions remain. 22. Steps in the inductive method:6) The solutions are applied to thesituation and results are verified. 23. Merits of Inductive method1) This method is psychological.The student feels interested inexperiments,experiences anddiscoveries.2) This method fostersindependence and self-confidencein the pupil which proves veryuseful in later life. 24. Merits of Inductive method3) In this method, children discover thesolution themselves. Hence it develops andencourages initiative and creative thinking.4) Inductive method takes intoconsideration all the maxims of goodteaching. Theprocess of induction calls forperception, reasoning, judgment andgeneralization. 25. Merits of Inductive method4) All that is learnt using inductivemethod is remembered easily as it isself-acquired.5) In this method, the pupils observeand analyze particular objects ofsimilar and different nature and tryto arrive at general truth. 26. DEDUCTIVEMETHOD 27. is the method in which the law isaccepted and then applied to a numberof specific examples. The child doesnot discover the law but develops skillsin applying the same, proceeds fromgeneral to particular or abstract toconcrete. 28. Steps involved in deductive method1) Like the inductive method, thefirst step is the clear understandingof the problem.2) It may involve the study of aparticular thing and phenomenon. 29. Steps involved in deductive method3) Principles and generalizations arereviewed to find the one which may beapplicable to find a solution.4) Principles and generalizations arereviewed to find the one which may beapplicable to find a solution. 30. Steps involved in deductive method5) Verification of the inference isdone by applying it to a case. If itsolves the problem then it is acceptedotherwise the procedure is repeatedto find the correct one. 31. Merits of deductive method1) Deductive method is short andtime-saving. It takes little time tosolve the problem by predeterminedformulae.2) This method is very useful forsmall children because with smallchildren we generally use story ortelling method. 32. Merits of deductive method3) In the deductive method, the teachers work isvery much simplified. He/she simply gives a ruleand asks the pupils to verify it by application toseveral concrete examples. For example, studentsare told that thearea of rectangle = Length xBreadth. Then a fewsums are solved before the students. Thestudents apply these formulae to solve theseproblems and they memorize it for future use. 33. Merits of deductive method4) This method glorifies memory, asthe students have to memorize aconsiderable number of formulae anddefinitions.5) This method is adequate andadvantageous during practice andrevision stage.6) This method is very useful forsmall children