SOLUTION: Write as single logarithm (2logbx/3 + 3logby/4)-5logbz b is the base of each log
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Question 1026114
:
Write as single logarithm
(2logbx/3 + 3logby/4)-5logbz
b is the base of each log
Answer by
Alan3354(69443)
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= log((x/3)^2) + log((y/4)^3) - log(z^5)
= log(x^2/9) + log(y^3/64) - log(z^5)
= log(x^2y^3/576z^5)
All logs base b
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There are restrictions:
x, y & z > 0