You have a utility function given as $U(W)=W^{0\mathrm{.}4}$ where $W$ is your wealth. Your starting wealth is $$200,$ and you have just been gifted a ticket that has a $1\%$ chance of winning $$50$ and otherwise paying $$0.$ How much would you sell your ticket for?

A$)5$ Dollars

B$)53\mathrm{.}3$ Cents

C$)50$ Cents

D$)46\mathrm{.}7$ Cents

E$)0,$ it's practically worthless since it will pay so infrequently.