Calculate the after-tax cash flows


Problem 1: An investor purchased 1000 shares of Omega common stock for $15,000.  He held the stock for ten years.  For the first four years he received annual end-of-year dividends of $1,200.  For the next four years he received annual dividends of $1,500.  He received $2,000 dividend for the last two years.  At the end of the tenth year he sold his stock for $20,000. What rate of return did he receive on his investment? (Try 12%)

Problem 2: A firm is considering two alternatives:

At the end of four years, another B may be purchased with the same cost, benefits, and so forth.  If the MARR is 12%, which alternative should be selected based on the internal rate of return approach?

Problem 3: Consider a $52,000 piece of machinery, with a 5-year depreciable life and an estimated $4,000 salvage value at the end of its 5-year life. Compute the depreciation schedule and the book values for the equipment by each of the following methods:

a. Straight-line
b Sum-of-years’-digits
c. Double-declining balance
d. MACRS-GDS depreciation (5-yr property)
e. MACRS-ADS depreciation (5-yr property)

Problem 4: A machine has an initial cost of $350,000, and was estimated to have a salvage value of $30,000 at the end of its 7 years useful life. The machine is expected to generate annual net savings of $95,000. A loan of $150,000 at 7% interest will help fund the purchase. The loan is to be repaid in seven equal annual installments including interest.  The firm's marginal income tax rate is 39%.  The equipment qualifies for MACRS 5-year property.

a. Calculate the interest on loan for each year.

b. Using MACRS-GDS depreciation (5-yr property), calculate the after-tax cash flows.

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Microeconomics: Calculate the after-tax cash flows
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