RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Calculus - B. Integral Calculus>Chapter 13 - Integration by Parts>EXERCISE

Parthasarathi Mukhopadhyay and Manabendra Nath Mukherjee Solutions for Exercise 1: EXERCISE

Author:Parthasarathi Mukhopadhyay & Manabendra Nath Mukherjee

Parthasarathi Mukhopadhyay Mathematics Solutions for Exercise - Parthasarathi Mukhopadhyay and Manabendra Nath Mukherjee Solutions for Exercise 1: EXERCISE

Attempt the practice questions from Exercise 1: EXERCISE with hints and solutions to strengthen your understanding. RUDIMENTS of MATHEMATICS For Class 12 of +2 Level solutions are prepared by Experienced Embibe Experts.

Questions from Parthasarathi Mukhopadhyay and Manabendra Nath Mukherjee Solutions for Exercise 1: EXERCISE with Hints & Solutions

MEDIUM

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int \sec^{- 1} (x) d x =$

EASY

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int e^{x} (\frac{1}{x} - \frac{1}{x^{2}}) d x =$

EASY

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int e^{x} (\sin x + \cos x) d x =$

EASY

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int e^{x} (\sin^{- 1} (x) + \frac{1}{\sqrt{1 - x^{2}}}) d x =$

EASY

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int e^{x} (\tan x + \sec^{2} x) d x =$

EASY

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int e^{x} (\tan x - \log (\cos x)) d x =$

EASY

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int e^{x} \sec x (1 + \tan x) d x =$

EASY

12th West Bengal Board

IMPORTANT

RUDIMENTS of MATHEMATICS For Class 12 of +2 Level>Chapter 13 - Integration by Parts>EXERCISE>Q 1

$\int e^{x} \frac{x}{{(1 + x)}^{2}} d x =$