Question

What is the simplified form of the expression √1/144.

Answer 1

`\sqrt{(1)/(144)}=(1)/(12)` which is the simplified form

Explanation:

We have been given the expression:

`\sqrt{(1)/(144)}`

We have to find its simplified form means the maximum solved form of the given expression

As we know:

`12^2=144`

means
`√(144)=12`

using:

`a^2=b`

`\Rightarrow a=√(b)`

Here, a=144 and b=12

Hence, the simplified expression of the given expression is:

`\sqrt{(1)/(144)}=(1)/(12)`

Answer 2

The answer is
`(1)/(12)`

The simplified form of the expression √1/144 is:

`\sqrt{ (1)/(144) } = ( √(1) )/( √(144) ) = \frac{ \sqrt{ 1^(2)}}{ \sqrt{ 12^(2) } } = \frac{1^{ (2)/(2) } }{ 12^{ (2)/(2) } } = ( 1^(1) )/(12^(1)) = (1)/(12)`