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Rationalisation method and Finding LIMIT at infinity point
Lesson 9 of 13 • 4 upvotes • 14:24mins
Siddhartha Mukherjee
This lesson consists of two very important techniques of limit calculation that are highly valuable for the students preparing for JEE MAINS-20/21. THE RATIONALISATION METHOD AND THE LIMIT CALCULATION AT INFINITY POINT HAS BEEN DESCRIBED WITH APPROPRIATE EXAMPLES.
(Hindi) Introduction To Limits Along With Numerical Problems
13 lessons • 2h 31m
1
Action Plan (in Hindi)
10:14mins
2
Concept of RHL and LHL (in Hindi)
13:19mins
3
Realization Of Existence Of Limits Through Numerical Examples (in Hindi)
11:36mins
4
Some Important Formulae Of Limits (in Hindi)
10:44mins
5
L-hôpital Principle (in Hindi)
9:57mins
6
Difference between Limit and Function at a point
10:00mins
7
Properties of Limits(along with sandwich theorem) and Various Indeterminate forms
13:26mins
8
Direct substitution method and factorisation method for solving LIMITS
10:31mins
9
Rationalisation method and Finding LIMIT at infinity point
14:24mins
10
Evalution Of Trigonometric Limits(Part 1)
13:10mins
11
Evalution of trigonometric limits(Part 2)
6:52mins
12
JEE mains mixed question bag of LIMITS(PART 1)
13:56mins
13
JEE MAINS mixed question bag on LIMITS(PART 2)
12:52mins
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