You are in the market for a new car and have narrowed your search down to two types: Car X costs $36,300, will last for four years, and will be worth $3,630 at the end of its useful life. It will cost $3,850 per year to operate and maintain. Car Y costs $60,500, will last for seven years, and will be worth $14,850 at the end of its useful life. It will cost $5,280 per year to operate and maintain. You use a seven percent annual required rate of return and plan on using only one type of these cars for twenty-eight years. That is, you replace the cars "in kind" at the end of their useful lives--you are a creature of habit. Required: a. Using Equivalent Uniform Cost (EUC) analysis, determine which type of car will be less costly to drive over the twenty-eight year period. b. If you could negotiate the price of car with the higher EUC (from part a), at what price would you be indifferent between the two types of cars? Everything else remains the same for both types. Calculate the present value of the costs of operating each type of car over the twenty-eight year period. Car X a. b. Car Y