select the correct answer.\nfind the solution(s) for $x$ in the equation below.\n$x^{2}-25 = 0$\na…

select the correct answer.\nfind the solution(s) for $x$ in the equation below.\n$x^{2}-25 = 0$\na. $x=-5$\nb. no solutions\nc. $x = 5$\nd. $x = 5;x=-5$

select the correct answer.\nfind the solution(s) for $x$ in the equation below.\n$x^{2}-25 = 0$\na. $x=-5$\nb. no solutions\nc. $x = 5$\nd. $x = 5;x=-5$

Answer

Answer:

D. $x = 5; x=-5$

Explanation:

Step1: Re - arrange the equation.

$x^{2}=25$

Step2: Take the square root of both sides.

$x=\pm\sqrt{25}$

Step3: Calculate the square root.

$x = 5$ or $x=-5$