Question

find the derivative

Answer 1

Use the product rule. \(\frac{d}{dx}f(x)g(x)=f'(x)*g(x)+f(x)g'(x)\)

Answer 2

or u'v + uv'

Answer 3

does e^x stay the same?

Answer 4

yes the derivative of e^x=e^x

Answer 5

is the f' the (5x^2+3x+2) ? and the g(x) is e^x?

Answer 6

f' is the derivative of that thing

Answer 7

(10x+3)e^x+e^x(5x^2+3x+2)

Answer 8

is that it im not sure?

Answer 9

that looks right

Answer 10

I prefer having the visual of u'v + uv'
so I'd write it out as \((10x+3)e^x+(5x^2+3x+2)e^2\)

Answer 11

oh yea me too i just dont know how to write the equations on here lol i haven't gotten used to it

Answer 12

there's a button or you can use
```
\(equation\) \[equation\]
```

Answer 13

oh thanks i think i have to play around with it to get used to it

Answer 14

mhm

Answer 15

thank you :) i got it