Dr daud seminar on derivaties in islamic finance (bnm) 240605
Click to LEARN this concept/topic on Doubtnut€¦ · CONCEPT FOR JEE || Chapter DIFFERENTIATION 9....
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JEECONCEPTSBOOSTER
DIFFERENTIATION
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CONCEPTFORJEE||ChapterDIFFERENTIATION
1.INTRODUCTION
1.Definitionandgeometricmeaning.
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CONCEPTFORJEE||ChapterDIFFERENTIATION
2.METHODOFDIFFERENTIATION
1.Differentiationbyfirstprinciple:sinx
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CONCEPTFORJEE||ChapterDIFFERENTIATION
2.METHODOFDIFFERENTIATION
2.Whatischainruleexplanation?
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CONCEPTFORJEE||ChapterDIFFERENTIATION
2.METHODOFDIFFERENTIATION
3.Differentiationofinversefunctionbychainrule
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5
CONCEPTFORJEE||ChapterDIFFERENTIATION
2.METHODOFDIFFERENTIATION
4.Differentiationbysubstitution
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CONCEPTFORJEE||ChapterDIFFERENTIATION
2.METHODOFDIFFERENTIATION
5.DifferentiationOfImplicitFunctions
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7
CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
1.Finddifferentiationofarcsinxusingfirstprinciple
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CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
2.Finddifferentiationofarccosxusingfirstprinciple
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9
CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
3.Derivationofallwellknownresults
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10
CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
4.Diffrentiatee2xandesinx
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CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
5.Differentiatex. exandx. arctanx
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CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
6.Finddifferentiationofarctanxusingfirstprinciple
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CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
13 7.Finddifferentiationofarccotxusingfirstprinciple
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CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
8.Finddifferentiationofarcsecxusingfirstprinciple
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CONCEPTFORJEE||ChapterDIFFERENTIATION
3.DERIVATIVEOFSOMESTANDARDFUNCTIONS
9.Finddifferentiationofarccosecxusingfirstprinciple
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CONCEPTFORJEE||ChapterDIFFERENTIATION
4.EVALUATIONOFEXPONENTIALANDLOGARITHMICLIMITS
1.Differentiationofexponentialfunction
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CONCEPTFORJEE||ChapterDIFFERENTIATION
4.EVALUATIONOFEXPONENTIALANDLOGARITHMICLIMITS
2.Differentiationofinfiniteseries
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CONCEPTFORJEE||ChapterDIFFERENTIATION
185.EVALUATIONOFMODULUSFUNCTION
1.DifferentiationofModulusfunction
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CONCEPTFORJEE||ChapterDIFFERENTIATION
6.FUNCTIONGIVENINPARAMETER
1.Differentiationofparametricfunctions
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CONCEPTFORJEE||ChapterDIFFERENTIATION
7.DIFFERENTIATIONOFONEFUNCTIONW.R.T.OTHERFUNCTION
1.Differentiationoffunctionwithrespecttoanotherfunction
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CONCEPTFORJEE||ChapterDIFFERENTIATION
8.DIFFERENTIATIONOFDETERMINANTS
1.Differentiationofdeterminants
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CONCEPTFORJEE||ChapterDIFFERENTIATION
9.HIGHERORDERDERIVATIES
1.Definitionandnotation
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CONCEPTFORJEE||ChapterDIFFERENTIATION
9.HIGHERORDERDERIVATIES
2.Ify = xxfindd2y
dx2
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CONCEPTFORJEE||ChapterDIFFERENTIATION
9.HIGHERORDERDERIVATIES
3.Relationsinvolving2ndorderderivative:Ify=cos3xthenshowd2y
dx2+ 9y = 0
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CONCEPTFORJEE||ChapterDIFFERENTIATION
9.HIGHERORDERDERIVATIES
4.2ndorderderivativeofparametricfunctions
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CONCEPTFORJEE||ChapterDIFFERENTIATION
10.ALGEBRAOFDIFFERENTIATION
1.D(u ± v) = D(u) ± D(v)
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CONCEPTFORJEE||ChapterDIFFERENTIATION
10.ALGEBRAOFDIFFERENTIATION
27 2.Productruleofdifferentiation.
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CONCEPTFORJEE||ChapterDIFFERENTIATION
10.ALGEBRAOFDIFFERENTIATION
3.Quotientruleofdifferentiation.
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