Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3

Amit M Agarwal Solutions for Chapter: Indefinite Integrals, Exercise 3: Work Book exercise 9.3

Author:Amit M Agarwal

Amit M Agarwal Mathematics Solutions for Exercise - Amit M Agarwal Solutions for Chapter: Indefinite Integrals, Exercise 3: Work Book exercise 9.3

Attempt the free practice questions on Chapter 9: Indefinite Integrals, Exercise 3: Work Book exercise 9.3 with hints and solutions to strengthen your understanding. Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2 solutions are prepared by Experienced Embibe Experts.

Questions from Amit M Agarwal Solutions for Chapter: Indefinite Integrals, Exercise 3: Work Book exercise 9.3 with Hints & Solutions

EASY

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 3

$\int x^{3} \log x d x$ is

MEDIUM

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 4

$\int x \sin 2 x \cdot \cos 3 x d x$ is

MEDIUM

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 5

$\int \log (x + 1) d x$ is equal to

MEDIUM

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 6

$\int x \sin x \sec^{3} x d x$ is equal to

MEDIUM

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 7

$\int \frac{\log x}{(1 + \log x)^{2}} d x$ is equal to

MEDIUM

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 8

The value of $\int e^{x} \frac{2 - \sin 2 x}{1 - \cos 2 x} d x$ is

MEDIUM

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 9

$\int {(\frac{x + 2}{x + 4})}^{2} e^{x} d x$ is equal to

MEDIUM

JEE Advanced

IMPORTANT

Complete Study Pack for Engineering Entrances Objective Mathematics Vol 2>Chapter 9 - Indefinite Integrals>Work Book exercise 9.3>Q 10

If $\int x f (x) d x = \frac{f (x)}{2} + C,$ then $f (x)$ is equal to