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sqare root (-252/4) WHY IS THE ANSWER 3i sort (7) IMAGINARY NUMBERS HELP PLEASE
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You cannot square root a negative number without resorting to imaginary numbers. -252/4 is equal to -63, and when you square root it, is 3i sqrt 7. 3 root 7 is equal to root 63.
\[\sqrt{-252/4}=\sqrt{-63}=\sqrt{9\cdot(-7)}=3\sqrt{-7}\]\[3\sqrt{-7}=3\sqrt{-1}\sqrt{7}=3i \sqrt7\]
You can factor the -1 out of the expression, and write it as \(i\) to get your solution.
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