Question

f(x)= 2^e^sinx find derivative

Answer 1

@Walker21 Hi :)
\(\huge \color{red}{\text{Welcome to Open Study}}\ddot\smile\)

do you know the chain rule ??
also, first you can put 2^e = a (another constant) here....

Answer 2

Did Goku just use instant transmission?

Answer 3

lol nvm

Answer 4

so chain rile first?

Answer 5

you'll need chain rule for a^(sin x)
because standard function is a^x

Answer 6

ok

Answer 7

still lost

Answer 8

Take e^sinx=u d(2^u)/dx= 2^u log2 du/dx
Sloving for du/dx = d(e^sinx)/dx = e^sinx (cosx)

So final answer is 2^(e^sinx).log2.e^sinx .cosx

Answer 9

I hope it was clear ...

Answer 10

thanks helps

Answer 11

Medal is its accurate :)

Answer 12

are you good at finding points on a graph at which the tagent line is horizonatal?

Answer 13

Not so much. No

Answer 14

ok