log  square root m^3/n                  ^3= to the third

Hi southnfried-ga,

log(sqrt(m^3/n)) is a mathematical expression which is equivalent to:

= log(m^3/n)^(1/2)
= (1/2)*log(m^3/n)
= (1/2)*(3log(m) - log(n))


Therefore log(sqrt(m^3/n)) = = (1/2)*(3log(m) - log(n))

Thanks for using Google Answers.

answerguru-ga

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Request for Answer Clarification by southnfried-ga on 27 Nov 2005 15:58 PST

a. 1/2 log m- log n
b.3/2 log m - log n
c. (3 log m -log n)/2
d.(log m - log n) / 2

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Clarification of Answer by answerguru-ga on 27 Nov 2005 18:10 PST

Another miscommunication on the precedence of your original question -
I thought you had the square root over m^3/n but it appears it was
just over the m^3. Given that, the correct answer is B.

answerguru-ga