Introduction to Integers

Define absolute value of integer.

Simplify

$14-\frac{1}{2}\{13+2-\left(7+5-\overline{2+3}\right)\}$.

Find the value of $5\times \left[6\times 2\{3\times 7÷\left(5\times 3\right)\}\right]$

Perform the following operations:

$38abcd÷19ab$

Find the value of $\frac{\left(-3\right)\left(-5\right)}{3}$

$6÷2(1+2)$

Fill the blank with $> \mathrm{or} <$sign.

$5$ _____ $-5$.

$\left(-322\right)+\left(-2\right)-\left(-20\right)$

$5-2+65+\left(-83\right)-9$

Write all the numbers between $-4$ and $5$.

Find the absolute value of $-4$

Find the absolute value of $3$

$635218÷8\times 5=$

Add : $45+(-72)+87+(-100)+5$

$21.6÷3.6\times 2+0.25\times 16÷4-6$ is equal to:

True or false justify

If $\left|x\right|>\left|y\right|$ then $x>y$

Solve $18÷3(1+2)$

What is $2+3÷2\times 3+10\times 39$