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If y=x^y then dy/dx= a)\[\frac{y^2}{x(1+ln y)}\] b)\[\frac{y^2}{x(1-lny)}\] c)\[\frac{2x}{y(1+ln x)}\] d)\[\frac{2y}{x(1+lny)}\]
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can we do implicit? or cange over to logs?
we can do anything we like
y = x^y log(y) = log(x^y) log(y) = y log(x) 1/y y' = y' log(x) + y/x
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