Assume that you are at Year $0$ and are looking at two possible investments $,$ both of which have a nominal annual required rate of return of $12\mathrm{.}24$ percent $.$ Investment A will pay a perpetual cash flow stream of $ $490$ dollars $,$ starting at Year $5$ and going through infinity $.$ Investment B will pay a cash flow of $ $490$ at Year $10,$ but this cash flow will then grow at a constant growth rate of $6$ percent every year thereafter $($ Year $11$ $ $490$ x $1\mathrm{.}06,$ etc. $)$ through infinity $.$ Given this information $,$ determine the difference between what you would pay for Investment B at Year and what you would pay for Investment A at Year O$.$ $ $249\mathrm{.}63$ $ $265\mathrm{.}64$ $ $270\mathrm{.}85$ $ $260,43$ $ $255\mathrm{.}22$