Question

Find dy/dx. y=5^(ln(x^2)+3)

Answer 1

\[a^x \ln(a)\]

Answer 2

thank you!:)

Answer 3

fa sho! GL!

Answer 4

lol, the clue incomplete...
use chain rule :
y=x^2 ---> y'=2x
v=ln(u) ---> v'=1/u
w=5^v ---> w'=5^v * ln(5)

Answer 5

ok, i got this.. y'= 5^(ln((x^2)+3)) *ln 5*((2x)/((x^2)+3)) ..is it right?

Answer 6

for the power of 5, is
{ln(x^2) + 3} or ln(x^2+3)

Answer 7

i did include that, im just not sure if i did it right?, do i have to put (1/5) for ln5?

Answer 8

before verify, i want to asking u is ur question