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Continuity of a function

Lesson 20 of 35 • 295 upvotes • 12:16 mins

Vineet Loomba

This lesson explains the concept of continuity of function at a point

1

🥇💥Introduction- Limits, Continuity, Differentiability🇮🇳

4:23 mins

2

Concept of Limits

11:43 mins

3

Left Hand Limit and Right Hand Limit

12:12 mins

4

Understanding Concept of Limits Graphically

12:04 mins

5

Examples-Set-1

10:46 mins

6

Indeterminate Forms (Limits for IIT-JEE)

12:34 mins

7

Methods to Evaluate Limits Part-1

12:05 mins

8

Examples Set-2 (Factorisation Method to Evaluate Limits)

11:23 mins

9

Methods to Evaluate limits-Rationalisation and Standard Formula

11:29 mins

10

Examples Set-3

10:44 mins

11

Method of Evaluating Algebraic Limits when x tends to infinity

11:53 mins

12

Trigonometric Limits

11:24 mins

13

Examples on Trigonometric Limits

12:02 mins

14

Examples on evaluating Trigonometric Limits Part-2

11:31 mins

15

Evaluating infinity minus infinity and 1^ infinity

10:36 mins

16

Examples on 1^infinity

11:22 mins

17

Exponential and Logarithmic Limits

11:22 mins

18

Exponential and Logarithmic Limits Part-2

10:42 mins

19

L'Hospital Rule

12:06 mins

20

Continuity of a function

12:16 mins

21

Examples on Continuity of a Function at a point

12:05 mins

22

Continuity in an Open and Closed Interval

10:04 mins

23

Types of Discontinuities-Removable Type Isolated and Missing Point

12:34 mins

24

Non-Removable Discontinuity

10:53 mins

25

Differentiability for IIT-JEE

12:20 mins

26

Examples on Differentiability of a function

13:48 mins

27

Understanding Differentiability from Graph with example

11:03 mins

28

Sandwich Theorem

13:13 mins

29

Leibnitz Rule Part-1

11:39 mins

30

Leibnitz Rule Part-2

10:40 mins

31

Leibnitz Rule (Part-3)

11:45 mins

32

Series Expansion (JEE Advanced)

10:03 mins

33

Advanced Problem-1 Limit Continuity Differentiability

9:31 mins

34

Advanced Problem-2 Limit Continuity Differentiability

11:05 mins

35

Advanced Level Passage on Limits

9:30 mins

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