Ontario Power Generation owns a power plant that generates $1 million each quarter. They believe this plant will produce this amount of money forever. Assume interest rates are \(^((1)) #4.51 %.1) (Note: Due to the computational challenges dealing with numbers of this size, answers within $100 will be marked correct.) (a) What is the value of the plant? Assume the first cash flows will occur in 3 months. (b) Suppose that the plant actually will only last 40 years. After that time, the plant will produce no cash flows and will have no value. By how much does the value in part (a) over value the plant? $ (c) Again assume that the plant will last forever. However, due to construction delays, the first cash flow will not occur until 2 years from today. After that, cash flows will continue as normal. In this scenario, by how much does the value in part (a) over value the plant? $