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JEE CONCEPTS BOOSTER DIFFERENTIATION Download Doubtnut Today Ques No. Question 1 CONCEPT FOR JEE || Chapter DIFFERENTIATION 1. INTRODUCTION 1. Definition and geometric meaning. Click to LEARN this concept/topic on Doubtnut 2 CONCEPT FOR JEE || Chapter DIFFERENTIATION 2. METHOD OF DIFFERENTIATION 1. Differentiation by first principle: sin x Click to LEARN this concept/topic on Doubtnut 3 CONCEPT FOR JEE || Chapter DIFFERENTIATION 2. METHOD OF DIFFERENTIATION 2. What is chain rule explanation? Click to LEARN this concept/topic on Doubtnut

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Page 1: Click to LEARN this concept/topic on Doubtnut€¦ · CONCEPT FOR JEE || Chapter DIFFERENTIATION 9. HIGHER ORDER DERIVATIES 2. If y=xx find d2y dx2 Click to LEARN this concept/topic

JEECONCEPTSBOOSTER

DIFFERENTIATION

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1

CONCEPTFORJEE||ChapterDIFFERENTIATION

1.INTRODUCTION

1.Definitionandgeometricmeaning.

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2

CONCEPTFORJEE||ChapterDIFFERENTIATION

2.METHODOFDIFFERENTIATION

1.Differentiationbyfirstprinciple:sinx

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3

CONCEPTFORJEE||ChapterDIFFERENTIATION

2.METHODOFDIFFERENTIATION

2.Whatischainruleexplanation?

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Page 2: Click to LEARN this concept/topic on Doubtnut€¦ · CONCEPT FOR JEE || Chapter DIFFERENTIATION 9. HIGHER ORDER DERIVATIES 2. If y=xx find d2y dx2 Click to LEARN this concept/topic

4

CONCEPTFORJEE||ChapterDIFFERENTIATION

2.METHODOFDIFFERENTIATION

3.Differentiationofinversefunctionbychainrule

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5

CONCEPTFORJEE||ChapterDIFFERENTIATION

2.METHODOFDIFFERENTIATION

4.Differentiationbysubstitution

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6

CONCEPTFORJEE||ChapterDIFFERENTIATION

2.METHODOFDIFFERENTIATION

5.DifferentiationOfImplicitFunctions

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7

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

1.Finddifferentiationofarcsinxusingfirstprinciple

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8

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

2.Finddifferentiationofarccosxusingfirstprinciple

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Page 3: Click to LEARN this concept/topic on Doubtnut€¦ · CONCEPT FOR JEE || Chapter DIFFERENTIATION 9. HIGHER ORDER DERIVATIES 2. If y=xx find d2y dx2 Click to LEARN this concept/topic

9

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

3.Derivationofallwellknownresults

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10

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

4.Diffrentiatee2xandesinx

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11

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

5.Differentiatex. exandx. arctanx

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12

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

6.Finddifferentiationofarctanxusingfirstprinciple

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CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

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Page 4: Click to LEARN this concept/topic on Doubtnut€¦ · CONCEPT FOR JEE || Chapter DIFFERENTIATION 9. HIGHER ORDER DERIVATIES 2. If y=xx find d2y dx2 Click to LEARN this concept/topic

13 7.Finddifferentiationofarccotxusingfirstprinciple

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14

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

8.Finddifferentiationofarcsecxusingfirstprinciple

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15

CONCEPTFORJEE||ChapterDIFFERENTIATION

3.DERIVATIVEOFSOMESTANDARDFUNCTIONS

9.Finddifferentiationofarccosecxusingfirstprinciple

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16

CONCEPTFORJEE||ChapterDIFFERENTIATION

4.EVALUATIONOFEXPONENTIALANDLOGARITHMICLIMITS

1.Differentiationofexponentialfunction

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17

CONCEPTFORJEE||ChapterDIFFERENTIATION

4.EVALUATIONOFEXPONENTIALANDLOGARITHMICLIMITS

2.Differentiationofinfiniteseries

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CONCEPTFORJEE||ChapterDIFFERENTIATION

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Page 5: Click to LEARN this concept/topic on Doubtnut€¦ · CONCEPT FOR JEE || Chapter DIFFERENTIATION 9. HIGHER ORDER DERIVATIES 2. If y=xx find d2y dx2 Click to LEARN this concept/topic

185.EVALUATIONOFMODULUSFUNCTION

1.DifferentiationofModulusfunction

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19

CONCEPTFORJEE||ChapterDIFFERENTIATION

6.FUNCTIONGIVENINPARAMETER

1.Differentiationofparametricfunctions

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20

CONCEPTFORJEE||ChapterDIFFERENTIATION

7.DIFFERENTIATIONOFONEFUNCTIONW.R.T.OTHERFUNCTION

1.Differentiationoffunctionwithrespecttoanotherfunction

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21

CONCEPTFORJEE||ChapterDIFFERENTIATION

8.DIFFERENTIATIONOFDETERMINANTS

1.Differentiationofdeterminants

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22

CONCEPTFORJEE||ChapterDIFFERENTIATION

9.HIGHERORDERDERIVATIES

1.Definitionandnotation

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Page 6: Click to LEARN this concept/topic on Doubtnut€¦ · CONCEPT FOR JEE || Chapter DIFFERENTIATION 9. HIGHER ORDER DERIVATIES 2. If y=xx find d2y dx2 Click to LEARN this concept/topic

23

CONCEPTFORJEE||ChapterDIFFERENTIATION

9.HIGHERORDERDERIVATIES

2.Ify = xxfindd2y

dx2

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24

CONCEPTFORJEE||ChapterDIFFERENTIATION

9.HIGHERORDERDERIVATIES

3.Relationsinvolving2ndorderderivative:Ify=cos3xthenshowd2y

dx2+ 9y = 0

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25

CONCEPTFORJEE||ChapterDIFFERENTIATION

9.HIGHERORDERDERIVATIES

4.2ndorderderivativeofparametricfunctions

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26

CONCEPTFORJEE||ChapterDIFFERENTIATION

10.ALGEBRAOFDIFFERENTIATION

1.D(u ± v) = D(u) ± D(v)

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CONCEPTFORJEE||ChapterDIFFERENTIATION

10.ALGEBRAOFDIFFERENTIATION

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27 2.Productruleofdifferentiation.

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28

CONCEPTFORJEE||ChapterDIFFERENTIATION

10.ALGEBRAOFDIFFERENTIATION

3.Quotientruleofdifferentiation.

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