solve xy^m =yx^3 for m
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Answered by
3
Step-by-step explanation:
if xy^m=yx^3 it can be written as xy^m =xy^3 and if bases and same and powers are same based on that m=3
Answered by
4
xy^m = yx^3
y^(m-1) = x^2
(m-1) log y = 2logx
m = (2logx/logy) + 1
m = (2log x + logy)/logy
y^(m-1) = x^2
(m-1) log y = 2logx
m = (2logx/logy) + 1
m = (2log x + logy)/logy
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