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you could make x=e^y ln(x)=y

@sweetburger what do you mean?

converting exponential to logarthimic they are equivalent... unless I am wrong idk

just trying to help

a^y=x equal loga(x)=y

I don't understand what (w.r.t.x) means

with respect to x

so wrtx is basically differentiating both sides with respect to x or (d/dx) of both sides?

\[\frac{d}{dx} \arctan(x)=\frac{1}{1+x^2}\]

is that what you mean @meaghan25

derivative of that inverse function

\[\frac{d}{dx}e^x=e^x \\ \frac{d}{dx}e^u=\frac{du}{dx} e^u \text{ where} u=u(x)\]

now all you have to really do is replace u with y
and apply that product rule I was talking about

yes I need the inverse

yes d/dx means differentiating w.r.t x

what do you need the inverse of ?

dy/dx means find the derivative of the y w.r.t. x

anyways once you are done enter in your point and solve for dy/dx
and you are done

ok thank you so much

do you want me to check your answer?

or even your work

no I have the answer already just couldn't figure out what I needed to do exactly

alright