Inequalities (Cambridge International IGCSE Maths): Exam Questions

Write down the inequality shown in the diagram.

Solve $y-2>5$

Show the inequality $x<3$ on the number line below

$n$ is an integer.

$- 1 \text{less} - \text{than} or \text{slanted} \text{equal} to n < 4$

List the possible values of $n$.

Here is an inequality, in $x$, shown on a number line.

Write down the inequality.

$n$ is an integer. Write down all the values of $n$ such that$- 2 \text{less} - \text{than} or \text{slanted} \text{equal} to n < 3$

On the number line, represent the inequality $y \text{less} - \text{than} or \text{slanted} \text{equal} to 1$

$- 3 < n \text{less} - \text{than} or \text{slanted} \text{equal} to 1$

$n$ is an integer.

Write down all the possible values of $n$.

$- 2 < n \text{less} - \text{than} or \text{slanted} \text{equal} to 3$

Represent this inequality on the number line.

Circle the inequality shown by the diagram.

$- 5 < y \text{less} - \text{than} or \text{slanted} \text{equal} to 0$

$y$ is an integer.

Write down all the possible values of $y$.

$m^{2}>9$

Circle the possible value of $m$.

On the number line, show the inequality $- 2 \text{less} - \text{than} or \text{slanted} \text{equal} to y < 1$

$n$ is an integer.

Write down all the values of $n$ that satisfy $- 3.4 < n \text{less} - \text{than} or \text{slanted} \text{equal} to 2$

$m$ is an integer such that $\text{long} \text{dash} 2 < m \text{less} - \text{than} or \text{slanted} \text{equal} to 3$

Write down all the possible values of $m$.

List all of the integers which satisfy all three of the following inequalities.

$x\leq7$

$2<x\leq8$

$4\leq x\leq8.5$

List all of the integers which satisfy all three of the following inequalities.

$x\leq8$

$x>2$

$x>3$

Write down the inequality shown on the number line.