If all goes according to plan, the function $A(t)=200(1.1)^t$ will model the amount of potatoes, $A$, in bushels, produced by Burian's farm $t$ years from now, and the function $R(t)=5000(1.111)^t$ will model the revenue, $R$, in dollars, earned from selling these potatoes. Let $P$ be the proposed price of a single bushel of potatoes $t$ years from now. **Write a formula for $P(t)$ in terms of $A(t)$ and $R(t)$.** $\qquad P(t)=$ [[☃ expression 3]] **Write a formula for $P(t)$ in terms of $t$.** $\qquad P(t)= $ [[☃ expression 4]]