What is the equivalent annual cost of buying

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Reference no: EM133074630

Using Excel, solve the following questions: 

1. Air conditioning for a college dormitory will cost $3.5 million to install and $125,000 per year to operate at current prices. The system should last 20 years. The real cost of capital is 7%, and the college pays no taxes. What is the equivalent annual cost? 

2. Deutsche Transport can lease a truck for four years at a cost of €52,000 annually. It can instead buy a truck at a cost of €102,000, with annual maintenance expenses of €25,000. The truck will be sold at the end of four years for €29,500. Ignore taxes.

a. What is the equivalent annual cost of buying and maintaining the truck if the discount rate is 10%?

b. Which is the better option: leasing or buying?

3. The Borstal Company has to choose between two machines that do the same job but have different lives. The two machines have the following costs: 

Year     Machine A       Machine B 

0          $57,000          $67,000 

1              11,600              11,800

2             11,600              11,800

3             11,600              11,800 

4               ---                   11,800

Assume a 10% discount rate and ignore taxes.

  1. What is the equivalent annual cost of each machine?
  2. Which machine should the company buy?

4. Machine B is expected to produce the following real cash flows: 

Cash Flows ($ thousands) 

Machine          C0       C1       C2       C3 

B                    -121      132      135      155 

Machine C was purchased five years ago for $200,000 and produces an annual real cash flow of $65,000. It has no salvage value but is expected to last another five years. The company can replace machine C with machine B either now or at the end of five years. The opportunity cost of capital is 12%. When should the company replace machine C, now or 5 years later?

5. A game of change offers the following odds and payoffs:

Probability          Payoff

0.3                       $400

0.35                        200

0.35                        100

a. What is the expected cash payoff?

b. Suppose each play of the game costs $100. what is the expected rate of return?

c. What is the variance of the expected returns?

d. What is the standard deviation of the expected returns?

Reference no: EM133074630

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