BEC 4 Flashcards
Which of the following could be used to hedge a net receivable denominated in British pounds by a U.S. company?
Purchase a currency put option in British pounds.
Purchase a currency call option in British pounds.
Purchase a forward contract to buy British pounds.
Purchase a forward contract to buy U.S. dollars.
Purchase a currency put option in British pounds.
A currency put option would enable the U.S. company to lock in the price at which it could sell (put) the British pounds when received.
A company has recently purchased some stock of a competitor as part of a long-term plan to acquire the competitor. However, it is somewhat concerned that the market price of this stock could decrease over the short run. The company could hedge against the possible decline in the stock’s market price by
Purchasing a call option on that stock.
Purchasing a put option on that stock.
Selling a put option on that stock.
Obtaining a warrant option on that stock.
Purchasing a put option on that stock.
Purchasing a put option on the stock would hedge against the possible decline in the stock’s market price. A put option would give the company the option to sell the stock at a specified price in the future. If the price of the stock declines, the value of the put option will increase by a like amount.
Strobel Company has a large amount of variable rate financing due in one year. Management is concerned about the possibility of increases in short-term rates. Which one of the following would be an effective way of hedging this risk?
Buy Treasury notes in the futures market.
Sell Treasury notes in the futures market.
Buy an option to purchase Treasury bonds.
Sell an option to purchase Treasury bonds.
Sell Treasury notes in the futures market.
Selling Treasury notes futures contract would hedge the risk of increases in the short-term interest rates. If the interest rates increase, the value of the Treasury notes contract will decline, which would enable the firm to acquire the notes at the new lower value and sell them at the higher futures contract price, resulting in a gain. The gain would serve to offset the effects of an increase in short-term interest rates on the variable rate financing.
Which one of the following is the annual rate of interest applicable when not taking trade credit terms of “2/10, net 30?”
- 00%
- 00%
- 00%
- 73%
36.73%
Credit terms of “2/10, net 30” mean that the debtor may take a 2% discount from the amount owed if payment is made within 10 days of the bill, otherwise the full amount is due within 30 days. The 2% discount is the interest rate for the period between the 10th day and the 30th day; it is not the effective annual rate of interest. The computation of the annual rate of interest using $1.00 would be:
Interest 1
APR = _______ x ________________
Principal Time fraction of year
.02 1
APR = ___ x ______
.98 20/360
APR = .0204 x 18 = 36.73%
Thus, the effective annual interest rate for not taking the 2% (.02) discount is 36.73%. The 20 days in the 360/20 fraction is (30 - 10), the period of time over which the discount was lost as a result of not paying early.
Which one of the following U.S. GAAP approaches to determining fair value converts future amounts to current amounts?
Market approach.
Sales comparison approach.
Income approach.
Cost approach.
Income approach.
Converting future amounts to current amounts is an income approach to determining fair value under the U.S. GAAP framework. Specifically, the use of discounted cash flows to determine the current value of those flows is an example of the income approach to determining fair value.
A company invested in a new machine that will generate revenues of $35,000 annually for seven years. The company will have annual operating expenses of $7,000 on the new machine. Depreciation expense, included in the operating expenses, is $4,000 per year. The expected payback period for the new machine is 5.2 years. What amount did the company pay for the new machine?
$145,600
$161,200
$166,400
$182,000
$166,400
The expected payback period is computed as the length of time needed for net cash flows to recover the initial cash investment in a project. Since the payback period is given, that period multiplied by the annual net cash inflow will result the cost of the new machine. The annual revenue is $35,000 and the annual cash expenses are $3,000 $7K - 4K of depreciation = $3K), which is determined as the total operating expenses less the amount of depreciation expense included (since it is a non-cash expense). Thus, the annual net cash flow is $35,000 - $3,000 = $32,000 x 5.2 = $166,400, the correct answer.
Tam Co. is negotiating for the purchase of equipment that would cost $100,000, with the expectation that $20,000 per year could be saved in after-tax cash costs if the equipment is acquired. The equipment’s estimated useful life is 10 years, with no residual value, and it would be depreciated by the straight-line method. Tam’s predetermined minimum desired rate of return is 12%. Present value of an annuity of 1 at 12% for 10 periods is 5.65. Present value of 1 due in 10 periods at 12% is .322.
Accrual accounting rate of return based on initial investment is
30%
20%
12%
10%
10%
The accounting rate of return = (Change in) Annual accounting income (AFTER TAX!)/Initial Investment. For the facts given, the annual change in accounting income will be $20,000 - ($100,000/10 years) = $10,000. The accounting rate of return would be: $10,000/$100,000 = 10%.
Phillips Company is considering the acquisition of a new machine that would cost $66,000, has an expected life of 6 years, and an expected salvage value of $16,000. The company expects the machine to provide annual incremental income before taxes of $7,200. Phillips has a tax rate of 30%. If Phillips uses average values in its calculations, which one of the following will be the average accounting rate of return on the machine?
- 08%
- 90%
- 29%
- 40%
12.29%
The (average) accounting rate of return is determined by dividing the average annual after-tax net income by the average cost of the investment. The after-tax income would be $7,200 x .70 = $5,040. The average cost of the investment would be beginning book value ($66,000) + ending book value of ($16,000), or $82,000/2 = $41,000. Therefore, the accounting rate of return is: $5,040/$41,000 = 12.29%.
The Bread Company is planning to purchase a new machine that it will depreciate on a straight-line basis over a 10-year period. A full year’s depreciation will be taken in the year of acquisition. The machine is expected to produce cash flow from operations, net of income taxes, of $3,000 in each of the 10 years. The accounting rate of return is expected to be 10% on the initial required investment. What is the cost of the new machine?
$12,000
$13,500
$15,000
$30,000
$15,000
The accounting rate of return is calculated as:
ARR = Annual incremental accounting income/Initial (or average) investment
By rearranging the formula: Initial investment = Incremental annual income/ARR
Initial investment = [$3,000 – .10 (Initial investment)]/.10
.10 Initial investment = [$3,000 – .10 (Initial investment)]
.20 Initial investment = $3,000
Initial investment = $3,000/.20
Initial investment = $15,000
When calculating cash inflows for NPV with depreciation, depreciation should not be considered as a cash outflow. You consider depreciation for cash saving purposes as it lowers your income taxes. Ex/ Depreciation of $250 and a tax rate of 30% would yield a cash savings of $75 (250*.3)
Same as other side: When calculating cash inflows for NPV with depreciation, depreciation should not be considered as a cash outflow. You consider depreciation for cash saving purposes as it lowers your income taxes. Ex/ Depreciation of $250 and a tax rate of 30% would yield a cash savings of $75 (250*.3)
What capital investment structures have an after-tax saving?
Bonds
Common Stock
Preferred Stcok
Bonds
The tax savings applies only to the bonds, on which interest is paid; there is no tax saving associated with common or preferred stock dividend payments.
Assume the following values for an investment:
Risk-free rate of return = 2%
Expected rate of return = 9%
Beta = 1.4
Which one of the following is the required rate of return for the investment?
- 0%
- 8%
- 8%
- 6%
11.8%
The required rate of return for the investment is 11.8% calculated as:
Required rate = Risk-free rate + Beta(Expected rate - Risk-free rate), or
Required rate = .02 + 1.4(.09 - .02), or
Required rate = .02 + 1.4(.07), or
Required rate = .02 + .098, or
Required rate = .118, or 11.8%
Charles Allen was granted options to buy 100 shares of Dean Company stock. The options expire in one year and have an exercise price of $60.00 per share. An analysis determines that the stock has an 80% probability of selling for $72.50 at the end of the one-year option period and a 20% probability of selling for $65.00 at the end of the year. Dean Company’s cost of funds is 10%. Which one of the following is most likely the current value of the 100 stock options?
$1,000
$1,100
$6,875
$7,100
$1,000
The stock has an 80% chance of selling at $72.50 at the end of the option period. That is $12.50 above the option price. The stock has a 20% chance of selling at $65.00 at the end of the option period. That is $5.00 above the option price. Therefore, the value of the option is:
[(.80 x $12.50) + (.20 x $ 5.00)]/1.10, or
[($10.00) + ($1.00)]/1.10, or
$11.00/1.10 = $10.00 x 100 shares = $1,000
A company enters into an agreement with a firm who will factor the company’s accounts receivable. The factor agrees to buy the company’s receivables, which average $100,000 per month and have an average collection period of 30 days. The factor will advance up to 80% of the face value of receivables at an annual rate of 10% and charge a fee of 2% on all receivables purchased. The controller of the company estimates that the company would save $18,000 in collection expenses over the year. Fees and interest are not deducted in advance. Assuming a 360-day year, what is the cost of engaging in this arrangement?
- 0%
- 0%
- 0%
- 5%
17.5%
The total amount paid to the factor would be ($100,000 × 80%) × 10% + ($100,000 × 12) × 2% = $32,000. The net cost is equal to $14,000 ($32,000 − $18,000 cost savings). Therefore, the annual interest cost is equal to $14,000/$80,000 = 17.5%.
How does account receivable factoring work?
Most factoring companies purchase invoices in two installments. The first installment – the factoring advance – covers about 80% of the receivable (this amount varies). The remaining 20%, less the factoring fee, is rebated as soon as your client pays the invoice in full. Here are the steps:
- You submit the invoices for purchasing
- The factoring company sends you the advance (e.g., 80% of the invoice)
- Your client pays 30 to 60 days later
- The factoring company sends you the rebate (e.g., 20%, less the fee)