**Sections in the chapter**

1 The definite integral

2 Evaluation of definite integrals

3 Geometric interpretation of definite integral

4 Evaluation of integrals by substitution

5 Properties of definite integrals

6 Integral function

7 Summation of series using definite integral as the limit of a sum

8 Gamma function

Study Plans

Day 1

1 The definite integral

2 Evaluation of definite integrals

3 Geometric interpretation of definite integral

4 Evaluation of integrals by substitution

Day 2

5 Properties of definite integrals - up to example 15

Day 3

5 Properties of definite integrals - From example 16 to 30

Day 4

Illustrative Objective Type Examples 1 to 20

Day 5

6 Integral function

7 Summation of series using definite integral as the limit of a sum

8 Gamma function

Day 6

I.O.T.E.: 21 to 44

Day 7

Objective Type Exercises 1 to 20

Day 8

O.T.E.: 21 to 40

Day 9

O.T.E.: 41 to 60

Day 10

O.T.E.: 61 to 80

Day 11

O.T.E.: 81 to 100

Day 12

O.T.E.: 101 to 120

Day 13

O.T.E.: 121 to 140

Day 14

O.T.E.: 141 to 160

Day 15

O.T.E.: 161 to 180

Revision Period

Day 16

O.T.E.: 181 to 190

Day 17

O.T.E.: 191 to 200

Day 18

O.T.E.: 201 to 210

Day 19

O.T.E.: 211 to 220

Day 20

O.T.E.: 221 to 223

Fill in the blank type exercise 1 to 5

Day 21

Fill in the blank type exercise 6 to 15

Day 22

Fill in the blank type exercise 16 to 25

Day 23

Fill in the blank type exercise 26 to 35

Day 24

Fill in the blank type exercise 36 to 46

Day 25

True/False Type exercise 1 to 10

Day 26

True/False Type exercise 11 to 20

Day 27

True/False Type exercise 21 to 30

Day 28

True/False Type exercise 31 to 37

Day 29

Concept Revision

Day 30

Formula Revision

**Revision Facilitator**

**Try to recollect relevant points on the topic.**

If required right click on the topic and click on open in a new window to read the relevant material.

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If required right click on the topic and click on open in a new window to read the relevant material.

Close the window and come back.

1 The definite integral

2 Evaluation of definite integrals

3 Geometric interpretation of definite integral

4 Evaluation of integrals by substitution

5 Properties of definite integrals

6 Integral function

7 Summation of series using definite integral as the limit of a sum

8 Gamma function

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