Question

$\sqrt{125 \div \sqrt{5} }$
divide the surds
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Answer 1

Step-by-step explanation:

${ \bold \color{lavender}{question} }: \sqrt{125 \div \sqrt{5} }$

$\bold{solution : }$

$= \bold{ \sqrt{125 \div 5} }$

Dividing 125 by 5, because both the numbers have root over, so we take root over in common and bring 125 and 5 together.

$\bold{ = \sqrt{25} }$

As we know that 125 divided by 5 is always 25, so now we can find the root of 25.

$= \bold{ \sqrt{ {5}^{2} } }$

Cancelling square and root over.

$\bold{ = 5}$

So, therefore,

$\bold{ \sqrt{ 125 \div \sqrt{5} } } = \bold \color{red}{ 5}$

Answer 2

It comes 5at end

I hope u mark it as a brainliestt