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Mathematics
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X^2 = 121
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11
Try take square root of both sides.
Then you would have \(X = \pm\sqrt{121}\) \(\pm\) because \(X\) was squared, so \(X\) could be either positive or negative.
Answer is not just 11. @iamabarbiegirl
yeah thats what i did \[\sqrt{121} = 11 \] and 11^2 = 121 how is it wrong?
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"Not just 11", as in 11 is not the only answer.
\(X\) could be \(-11\), because \((-11)^2 = 121\) @iamabarbiegirl
oh yeah that is true i didn't think of that i thought you mean i got the numbers wrong lol
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