Respuesta :

You're partly right.

[tex]x^2=484\\\\\sqrt{x^2}=\sqrt{484}\qquad\text{square root both sides}\\\\|x|=\sqrt{484}\qquad\text{root of $x^2$}\\\\x=\pm\sqrt{484}=\pm 22[/tex]

In the expression ±√(484), we say the root is "indicated". That is, we are showing we want the root. The expression ±22 is the actual root—the result of carrying out the root-taking process.

22^2 is 484 and it’s saying x= 22 but the second one is saying the square root of 484 can be both positive or negative 22 since (-22x-22) is the same answer as (22x22)