Question

Please provide an explanation. Simplify sqrt242

Answer 1

Sqrt242 can't be simplified anymore. It doesn't contain any perfect squares factors. For instance,
$\sqrt{150}$
This can be simplified because
$\sqrt{25 \times 6}$
And 25 is a perfect square, and square root of 25 is 5. The simplified version for this would be 5 sqrt (6). For your question, sqrt 242 can't be simplified anymore, its most simplified version is its current state.

Answer 2

$\sqrt{242}$
$= \sqrt{121*2}$
$= \sqrt{121} * \sqrt{2}$
$= 11 \sqrt{2}$

Hope this helps !

Photon