Question

What is the square root of 16x^36

Answer 1

I hope this helps you

Answer 2

Answer:

 $\sqrt{16x^{36} }$ =   ± 4 * $\{x^{18}}$.

Step-by-step explanation:

Given : $16x^{36}$.

To find : What is the square root.

Solution : We have given that  $16x^{36}$.

Taking square root

$\sqrt{16x^{36} }$.

BY the radical rule :

$\sqrt{a*b} = \sqrt{a} *\sqrt{b}$.

So, we can write

$\sqrt{16x^{36} }$ = $\sqrt{16} *\sqrt{x^{36}}$.

We know that  $\sqrt{16}$= 4  

  $\sqrt{x^{36}}$ =  $\{x^{36/2}}$.

Then $\sqrt{16x^{36} }$ =   ± 4 *  $\{x^{18}$.

Therefore,  $\sqrt{16x^{36} }$ =   ± 4 *  $\{x^{18}$.