The value of x in the given equation $23^2+\sqrt{x}=625$
Answer & explanation
Correct answer: option 3
$23^2+\sqrt{x}=625$
= $529+\sqrt{x}=625$
= $\sqrt{x}=625-529$
= $\sqrt{x}=96$
= x = 962
x = 9216
The value of x in the given equation $23^2+\sqrt{x}=625$
Correct answer: option 3
$23^2+\sqrt{x}=625$
= $529+\sqrt{x}=625$
= $\sqrt{x}=625-529$
= $\sqrt{x}=96$
= x = 962
x = 9216