All In One ICSE Mathematics Class 10>Chapter 4 - Linear Inequations>CHALLENGERS>Q 3

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10th ICSE

IMPORTANT

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The solution set of the inequation $\frac{1}{5 + 3 x} \leq 0$ is

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Important Questions on Linear Inequations

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10th ICSE

IMPORTANT

All In One ICSE Mathematics Class 10>Chapter 4 - Linear Inequations>CHALLENGERS>Q 4

Solve the inequation $\frac{2}{|x - 4|} > 1, x \neq 4$

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10th ICSE

IMPORTANT

All In One ICSE Mathematics Class 10>Chapter 4 - Linear Inequations>CHALLENGERS>Q 5

Solve for

x

:

|x + 1| + |x| > 3

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IMPORTANT

All In One ICSE Mathematics Class 10>Chapter 4 - Linear Inequations>CHALLENGERS>Q 6

Graph the range of the inequation

- 2 \frac{2}{3} \leq x + \frac{1}{3} \leq 3 \frac{1}{3}, \forall x \in R

on the number line. If the solution set is considered as a diagonal of a square on the number line, then the area of the obtained figure, is

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IMPORTANT

All In One ICSE Mathematics Class 10>Chapter 4 - Linear Inequations>CHALLENGERS>Q 7

Graph the solution set of

- 2 < 2 x - 6

or

- 2 x + 5 \geq 13

where

x \in R

. If we shift the origin at the position

1

, then the new solution set, is

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IMPORTANT

All In One ICSE Mathematics Class 10>Chapter 4 - Linear Inequations>CHALLENGERS>Q 8

The solution sets $P$ and $Q$ on the number line are given below.

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Consider the number line $P$ on $Y -$ axis and the number line $Q$ on $X -$ axis. Then, find the number of all the pairs of coordinates of the solution set.