what value of x will make the equation true?\n$(sqrt{5})(sqrt{5}) = x$

what value of x will make the equation true?\n$(sqrt{5})(sqrt{5}) = x$

what value of x will make the equation true?\n$(sqrt{5})(sqrt{5}) = x$

Answer

Explanation:

Step1: Recall square - root property

The property $\sqrt{a}\times\sqrt{a}=a$ for $a\geq0$. Here $a = 5$. So, $(\sqrt{5})(\sqrt{5})=5$.

Answer:

5