y = e^(2x)^13
what is the derivative, posted it on wolfram, still couldnt get it right

Question

y = e^(2x)^13
what is the derivative, posted it on wolfram, still couldnt get it right

accessdenied · Answer

The function is y = e^((2x)^13) ?

accessdenied · Answer

I'm thinking we would do some chain rule here, with f(x) = e^x being the outer function and g(x) = (2x)^13 being the inner function.

anonymous · Answer

Yeah that is the problem, and yeah I think it is chain rule

bahrom7893 · Answer

e^(2^13*x^13) right?

bahrom7893 · Answer

(e^u)' = e^u * u'
[ e^(2^13*x^13) ]' = e^(2^13*x^13) * 2^13 * 13x^12

anonymous · Answer

Idk, This is so confusing to me, I think I have two tries left, what do yall think?

bahrom7893 · Answer

webworks?

bahrom7893 · Answer

can u post a screenshot?

anonymous · Answer

$$e ^{2x}^{13}$$

anonymous · Answer

what does that look like?

bahrom7893 · Answer

woah wait.. this is soo simple.. im a dumbass

bahrom7893 · Answer

(a^b)^c = a^(bc)
e ^{2x}^{13} = e^{26x} => derivative:
26*e^(26x)

anonymous · Answer

my homework is so stupid it says its wrong, im asking my teacher tomorrow!