1. derivative

e^((3q+4)/(830))*(3(830))/(830^2)

how do i find the derivative of this equation?
i think i have to use the chain rule......although im not sure how....

2. Originally Posted by samtheman17
e^((3q+4)/(830))*(3(830))/(830^2)

how do i find the derivative of this equation?
i think i have to use the chain rule......although im not sure how....
I'm looking at your syntax, and the best interpretation I can give is that you have a simple exponential function with a mess of constants.

after a small bit up clean up, it looks like ...

$
e^{\frac{3q+4}{830}} \cdot \frac{3}{830}
$

is this the expression you intend to differentiate w/r to $q$ ?

3. Originally Posted by samtheman17
e^((3q+4)/(830))*(3(830))/(830^2)

how do i find the derivative of this equation?
i think i have to use the chain rule......although im not sure how....
$f=\frac{3*830}{830^2}e^{\frac{3q+4}{830}}$
Remember the rule for evaluating derivatives of exponential functions. $\frac{d}{dx}(a^u)=a^u*du*ln(a)$

Can you do it now?