Solve for: \sqrt[3]{11^2+4}-(2 \times 3+2^5)

Expression: $\sqrt[3]{{11}^{2}+4}-\left( 2 \times 3+{2}^{5} \right)$

Evaluate the power

$\sqrt[3]{121+4}-\left( 2 \times 3+{2}^{5} \right)$

Multiply the numbers

$\sqrt[3]{121+4}-\left( 6+{2}^{5} \right)$

Evaluate the power

$\sqrt[3]{121+4}-\left( 6+32 \right)$

Add the numbers

$\sqrt[3]{125}-\left( 6+32 \right)$

Add the numbers

$\sqrt[3]{125}-38$

Evaluate the cube root

$5-38$

Calculate the difference

$-33$