Find dy/dx by implicit differentiation. $x^{2} y^{2}=1$

Differentiate the functions. $y=2^{x} x^{2}$

Find $y^{\prime}$. $y=\left(\frac{3}{x^{2}}\right)^{x}$

For what value (or values) of q do the following demand equations have unit elasticity? (a) p=36-0.25q $(b)\ p=300-q^{2}$

Differentiate. $y=\left(e+e^{2}\right)^{0}$