Question

simplify the expression.
\\(\sqrt3{-12} \cdot \sqrt3{-18}\\)

\\(\sqrt3{-12} \cdot \sqrt3{-18} = \square\\)
(simplify your answer. type an exact answer, using

Explanation:

Step1: Combine cube roots

$\sqrt[3]{-12} \cdot \sqrt[3]{-18} = \sqrt[3]{(-12) \times (-18)}$

Step2: Multiply inside the root

$\sqrt[3]{216}$

Step3: Simplify the cube root

$\sqrt[3]{6^3} = 6$

Answer:

$6$