I am familiar with the equation, but I am having trouble working out the entire answer.
"Differentiate using the Product Rule":
h(t)=$\displaystyle \sqrt[3]{t}(t^2+4)$
Thanks!
This is what I have so far...
= $\displaystyle (\frac{1}{3t^\frac{-2}{3}})(t^2+4) + (t^\frac{1}{3}) (1)$
= $\displaystyle \frac{t^2+4}{3t^\frac{-2}{3}}+ (t^\frac{1}{3})$
I'm not too sure where to go after that.
I try to get the LCD, but I keep on coming up with the wrong answer.