\(\sqrt[2]{676}\) = ?

Concept Used:-

The square of a number cancel out the square root of it. For example;

\(\Rightarrow \sqrt[2]{(x)^2}=x\)

Explanation:-

Given number is,

\(\sqrt[2]{676}\)

This number can be written as,

\(\Rightarrow \sqrt[2]{676}=\sqrt[2]{26\times 26}\\ \Rightarrow \sqrt[2]{676}=\sqrt[2]{(26)^2}\)

Now, we know that the square of a number cancel out the square root of it. Thus,

\( \Rightarrow \sqrt[2]{676}=\sqrt[2]{(26)^2}\\ \Rightarrow \sqrt[2]{676}=26\)

So, the simplified value of the given number is 26.

Hence, the correct option is 2.