simplify. enter the answer in the box. \n$\\sqrt{81}=\\square$

simplify. enter the answer in the box. \n$\\sqrt{81}=\\square$

simplify. enter the answer in the box. \n$\\sqrt{81}=\\square$

Answer

Explanation:

Step1: Recall the definition of square root

The square root of a number (x), denoted as (\sqrt{x}), is a number (y) such that (y\times y = x).

Step2: Find the number whose square is 81

We know that (9\times9=81) and ((- 9)\times(-9) = 81). But by the principal square root definition (for (\sqrt{x}) where (x\geq0), we take the non - negative root), when we consider (\sqrt{81}), we take (y = 9).

Answer:

(9)