SOLUTION: Given that {{{log(2,(x))}}} = m and {{{log(2,(y))}}} = n, express in terms of m and n: A) {{{log(2,(8x^2y))}}} B) {{{log(2,(y/(2x)))}}}

SOLUTION: Given that {{{log(2,(x))}}} = m and {{{log(2,(y))}}} = n, express in terms of m and n: A) {{{log(2,(8x^2y))}}} B) {{{log(2,(y/(2x)))}}}

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Question 594784: Given that = m and = n, express in terms of m and n:
A)
B)
Answer by AnlytcPhil(1807) (Show Source): You can put this solution on YOUR website!
Given that = m and = n, express in terms of m and n:

Rules needed to do problems:

, , , , 

A)  =  +  +  =  +  +  =  +  +  = 3 + 2m + n 

B)  =  -  =  - ( + ) =  -  -  = n - 1 - m

Edwin

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