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12 August, 03:09

What is the fifth square root of x^16

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  1. 12 August, 03:34
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    The fifth square root as in a^ (1/2) ^ (1/2) ^ (1/2) ^ (1/2) ^ (1/2)

    Well that is equal to a^ ((1/2) ^5) or a^ (1/32)

    Since a=x^16 in this case and the rule (b^a) ^c=b^ (a*c) we have:

    (x^16) ^ (1/32)

    x^ (16/32)

    x^ (1/2) or if you prefer

    √x
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