Answer
60
Work Step by Step
A fraction bar implies parentheses around the numerator and the denominator. Simplify the numerator and denominator.
$\frac{2^3(-2-5)+4(-1)}{4+5(-6\times2)+(5\times11)}\longrightarrow$ Simplify equations enclosed in parentheses.
=$\frac{2^3(-7)+4(-1)}{4+5(-12)+55}\longrightarrow$ Solve exponents.
=$\frac{8(-7)+4(-1)}{4+5(-12)+55}\longrightarrow$ Solve multiplication equations.
=$\frac{-56+(-4)}{4+(-60)+55}\longrightarrow$ Solve addition and subtraction equations, working left to right.
=$\frac{-60}{(-56)+55}\longrightarrow$ Solve addition and subtraction equations, working left to right.
=$\frac{-60}{-1}\longrightarrow$ Simplify.
=60
