Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2

Amit M Agarwal Solutions for Chapter: Essential Mathematical Tools, Exercise 2: Target Exercise 1.2

Author:Amit M Agarwal

Amit M Agarwal Mathematics Solutions for Exercise - Amit M Agarwal Solutions for Chapter: Essential Mathematical Tools, Exercise 2: Target Exercise 1.2

Attempt the practice questions on Chapter 1: Essential Mathematical Tools, Exercise 2: Target Exercise 1.2 with hints and solutions to strengthen your understanding. Skills in Mathematics Differential Calculus for JEE Main & Advanced solutions are prepared by Experienced Embibe Experts.

Questions from Amit M Agarwal Solutions for Chapter: Essential Mathematical Tools, Exercise 2: Target Exercise 1.2 with Hints & Solutions

MEDIUM

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 1

Solution of the inequality $|x - 1| < 0$ is:

EASY

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 2

Solution of inequality $x^{2} + x + |x| + 1 \leq 0$ is:

MEDIUM

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 3

Solution of inequality $|x + 3| > | 2 x - 1 |$ is:

MEDIUM

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 4

Solution of inequality $|x + \frac{1}{x}| < 4$ is:

HARD

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 5

The solution of $|x^{2} + 3 x| + x^{2} - 2 \geq 0$ is:

HARD

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 6

The solution of $|| x | - 1| < | 1 - x |, x \in R$ is:

HARD

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 7

The solution of $2^{x} + 2^{| x |} \geq 2 \sqrt{2}$ is:

HARD

JEE Main

IMPORTANT

Skills in Mathematics Differential Calculus for JEE Main & Advanced>Chapter 1 - Essential Mathematical Tools>Target Exercise 1.2>Q 8

The solution of $| x |^{x^{2} - x - 2} < 1$ is