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Chapter 3: 4BP (page 249)
Your bank will lend you \(4,000 for 45 days at a cost of \)50 interest. What is your effective rate of interest?
The effective interest rate is 10%.
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Knight Roundtable Co. has annual credit sales of $1,080,000 and an average collection period of 32 days in 2008. Assume a 360-day year. What is the company鈥檚 average accounts receivable balance? Accounts receivable are equal to the average daily credit sales times the average collection period
Using the expectations hypothesis theory for the term structure of interest rates, determine the expected return for securities with maturities of two, three, and four years based on the following data. Do an analysis similar to that in the right-hand portion of Table 6-6.
1-year T bill at the beginning of year 1 | 5% |
1-year T bill at the beginning of year 2 | 8% |
1-year T bill at the beginning of year 3 | 7% |
1-year T bill at the beginning of year 4 | 10% |
Discuss the relative use of credit between large and small firms. Which group is generally in the net creditor position, and why?
Esquire Products Inc. expects the following monthly sales:
January | \(28,000 |
February | \)19,000 |
March | \(12,000 |
April | \)14,000 |
May | \(8,000 |
June | \)6,000 |
July | \(22,000 |
August | \)26,000 |
September | \(29,000 |
October | \)34,000 |
November | \(42,000 |
December | \)24,000 |
Total annual sales | \(264,000 |
Cash sales are 40 percent in a given month, with the remainder going into accounts receivable. All receivables are collected in the month following the sale. Esquire sells all of its goods for \)2 each and produces them for \(1 each. Esquire uses level production, and average monthly production is equal to annual production divided by 12.
e. Determine total current assets for each month. Include cash, accounts receivable, and inventory. Accounts receivable equal sales minus 40 percent of sales for a given month. Inventory is equal to ending inventory (part a) times the cost of \)1 per unit.
In Problem 18, what long-term interest rate would represent a break-even point between using short-term financing as described in part a and long-term financing? (Hint: Divide the interest payments in 18a by the amount of total funds provided for the six months and multiply by 12.)
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