A small buisness sells a product with different demands throughout the week. The typical (inverse) demand on the weekdays (Monday through Friday) is P =20-4Q. The typical weekend (inverse) demand is P =40-4Q. Suppose marginal cost is zero and capacity on the weekend is 3. You should assume that Q is a value in the hundreds, however do not use this information in the calculation.

a. What is the profit maximizing quantity, price and profit on a weekday?

b.What is the profit maximizing quantity, price and profit on a weekend if the weekend price is the same as the weekday price?

c. What is the profit maximizing quantity, price and profit on a weekend if you employ peak load pricing?

d. Explain the steps needed to graphically represent this scenario using Excel.