Question

Calc 1:
Find the derivative of y = e^x / (3 * x^(1/5))

Answer 1

For this problem, you will need to make use of the quotient rule and the chain rule:\[
\mathbf{Quotient\ Rule:}\ \left(\frac f g \right)'=\frac{gf'-fg'}{g^2}\\
\mathbf{Chain\ Rule:}\ (f\circ g)'=(f'\circ g)g'
\]

Answer 2

First step is to use the quotient rule. Set something as f and something as g, find f' and g', then plug them all into the rule.