Question

sqrt{36x^{36}}

Explanation:

Step1: Split root into product of roots

$\sqrt{36x^{36}} = \sqrt{36} \times \sqrt{x^{36}}$

Step2: Simplify square root of 36

$\sqrt{36} = 6$

Step3: Simplify square root of $x^{36}$

$\sqrt{x^{36}} = x^{\frac{36}{2}} = x^{18}$

Step4: Multiply the simplified terms

$6 \times x^{18}$

Answer:

$6x^{18}$