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whats is square root of 96 in simplest radical form
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what have you tried?
a good strategy is to see if 96 is divisible by a perfect square like; 4,9,25,36,etc
or start dividing it by familiar numbers and see what pops up
96=12 x 8 square root of 12 = \[\sqrt{2\times2\times3}\] So it will be \[2\sqrt{3}\] And for 8, \[\sqrt{2\times2\times2}\] So It is \[2\sqrt{2}\] Multiplying both, \[2\times2 \sqrt{2\times3}\] \[4\sqrt{6}\] is the answer.
i put sqrt(8) = 4sqrt(2) on my test the other day :/
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Hahaha we all make mistakes sometimes man.
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