solve for x. express your answer in simplest radical form if necessary .

Answer 1

I would be happy to help you solve for \( x \), but I need the equation or problem you want to solve. Could you please provide that information?

Answer 2

my apologies, i forgot. the equation i need to solve is 100 = x^2

Answer 3

No problem at all! To solve the equation \( 100 = x^2 \), you'll want to take the square root of both sides.

\[ x = \pm \sqrt{100} \]

Calculating the square root gives:

\[ x = \pm 10 \]

So the solutions are:

\[ x = 10 \quad \text{or} \quad x = -10 \]

Thus, \( x \) can be expressed as \( x = 10 \) or \( x = -10 \).