Express the following subsets of $R$ in the interval form.

$\{x:|-3x+5|<2\}$

Write the set as intervals:

$\left\{x:x\in R, -5<x<-1\right\}$

Write the set as intervals:

$\left\{x:x\in R, -3<x\le 5\right\}$

If the solution of $\left\{x:x\in R, x<-3\right\}$ is $(-\infty ,a)$, then $a=$

Which of the following represent the interval of following:

 $\left\{x:x\in R,-4<x\le 6\right\}$

Write the intervals in set builder form:

$(-2,0]$

Write the set as intervals:

$\left\{x:x\in R, 2\le x\le 7\right\}$

Using interval notation select the interval which represent set of numbers.

$x\le 3$ or $5<x\le 9$.