Question

differentiate
y=9e^x(x^.5)

Answer 1

can you use Equation to enter it ?

Answer 2

\[\Large\rm y=9x^{1/2}e^x\]Need help differentiating this bunch? :o

Answer 3

Oh I see. It is much easier now

Answer 4

yes

Answer 5

@zepdrix

Answer 6

Woops D:
Worm, you forgot your product rule!

Answer 7

And I don't know why you have an integral sign in your picture.

Answer 8

Are we finding y' ?

Answer 9

She asked the question before ^^
So I think she already got the answer

But anyway,\[\Large\rm \left(9x^{1/2}e^x\right)'=\color{royalblue}{\left(9x^{1/2}\right)'}e^x+9x^{1/2}\color{royalblue}{\left(e^x\right)'}\]
\[\Large\rm \left(9x^{1/2}e^x\right)'=\color{orangered}{\left(\frac{9}{2}x^{-1/2}\right)}e^x+9x^{1/2}\color{orangered}{\left(e^x\right)}\]Yes, y'.
Something like that, yah? :o

Answer 10

I was heading toward the opposite direction. :(

Answer 11

<:o