Question

What is the simplified form of √144x^36

Answer 1

The answer is B

I hope this helped!

Answer 2

The simplified form of
`\sqrt{144x^(36)}` is
`12x^(18)`

Explanation:

Given :
`\sqrt{144x^(36)}`

We have to write the simplified form of
`\sqrt{144x^(36)}`

Consider the given expression
`\sqrt{144x^(36)}`

We know
`√(144)=12`

and
`\sqrt{x^(36)}=\sqrt{x^(18)\cdot x^(18)}`

Thus,

`\sqrt{144x^(36)}=\sqrt{12^2\cdot (x^(18))^2}`

Simplify, we have,

`=\sqrt{12^2\cdot (x^(18))^2}=12x^(18)`

Thus, The simplified form of
`\sqrt{144x^(36)}` is
`12x^(18)`