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JEE Advanced Level Test: Indefinite Integration - JEE MCQ
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30 Questions MCQ Test Chapter-wise Tests for JEE Main & Advanced - JEE Advanced Level Test: Indefinite Integration
JEE Advanced Level Test: Indefinite Integration for JEE 2024 is part of Chapter-wise Tests for JEE Main & Advanced preparation. The JEE Advanced Level Test: Indefinite Integration questions and answers have been
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Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 2
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is equal to 
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 4
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 5
is equal to
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 6
where
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 7
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 8
is equal to
is equal to
JEE Advanced Level Test: Indefinite Integration - Question 12
sin x log (sec x + tan x ) dx = f ( x ) + x + c then f (x ) =
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 12
equal to
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Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 15
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 16
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 17
then
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JEE Advanced Level Test: Indefinite Integration - Question 20
if
A tan-1 x+ Btan-1 x/2+c, then B=
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 20
JEE Advanced Level Test: Indefinite Integration - Question 21
Atan-1 x +Btan-1 x/2+c ,then ( A,B )
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 21
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 22
equal to
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 24
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 26
equals
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Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 28
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 29
Detailed Solution for JEE Advanced Level Test: Indefinite Integration - Question 30
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