Question

I need help.

Answer 1

find dy/dx of y=5^ln(x)

Answer 2

take ln on both sides:
\[ln(y)=ln(5^{ln(x)})\]\[ln(y)=ln(x)*ln(5)\]

Answer 3

Differentiate both sides using implicit differentiation and you're good to go.

Answer 4

Can't I just use the chain rule?

Answer 5

well you will use the chain rule while differentiating - ln(y) remember, you'd have to do:
\[\frac{1}{y}*\frac{dy}{dx}=...Chain\space rule \space here\]

Answer 6

okay thank you!