Solve {l}{-5-4[-30]div(5)}{-5+4[-30]div5}

$$\left. \begin{array} { l } { - 5 - 4 [ - 30 ] \div ( 5 ) } \\ { - 5 + 4 [ - 30 ] \div 5 } \end{array} \right.$$

Evaluate

$$-10$$

Solution Steps

Multiply 4 and -30 to get -120.

$$-5-\frac{-120}{5}-5+\frac{4\left(-30\right)}{5}$$

Divide -120 by 5 to get -24.

$$-5-\left(-24\right)-5+\frac{4\left(-30\right)}{5}$$

The opposite of -24 is 24.

$$-5+24-5+\frac{4\left(-30\right)}{5}$$

Add -5 and 24 to get 19.

$$19-5+\frac{4\left(-30\right)}{5}$$

Subtract 5 from 19 to get 14.

$$14+\frac{4\left(-30\right)}{5}$$

Multiply 4 and -30 to get -120.

$$14+\frac{-120}{5}$$

Divide -120 by 5 to get -24.

$$14-24$$

Subtract 24 from 14 to get -10.

$$-10$$

Factor

$$-10$$