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Condense logx-logy-logz
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Is it logx/logy/logz
hint : log(a) - log(b) = log(a/b)
Oops so log of. X over y over z
?
another hint : logx-logy-logz = logx - (logy+logz)
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So the question is 1/3logx-2log(x-2)-4log(y+2)
X+2 not minus
well it is different then (1/3)logx = log(x^(1/3)) -2log(x+2) = -log((x+2)^2) -4log(y+2) = -log((y+2)^4) log(x^(1/3)) - log((x+2)^2) - log((y+2)^4) = log(x^(1/3)/((x+2)^2*(y+2)^4))
idk this
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