Consider the following utility maximization problem:

$ma{x}_{x,y}U=x^{\mathrm{.}75}{y}^{25}$

such that $3x+5y=30$

A$.$ Use the cells below to set up this maximization problem

Do not start both quantities at $1.$ The Solver throws an error given the functional form.

It would be helpful to name your ranges as follows:

B$.$ Use Solver to determine the quantity of each good within the optimal bundle.

Produce the Sensitivity Report. Call this new report $"$LM$"$

C$.$ From LM$,$ we can determine the marginal utility of income. If our income increases by $$1,$ our utility will increase by

Be sure to use cell reference to your LM sheet here!