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Question
compounding refers to the earning of interest on interest earned previously.
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an analysis of last year's financial statements produced the following results. current ratio 3.6 quick ratio 2.2 days sales outstanding 78.0 days inventory turnover 4.4 fixed asset turnover 6.4 operating profit margin 11.9% net profit margin 6.1% return on assets 8.8% return on equity 13.7% debt ratio 35.5% times-interest-earned 9.3x payout ratio 41.4% use the following data to compute the comparable financial ratios for next fiscal year. has the firm's financial position changed? current assets cash and shortterm investments $ 14,657,000 accounts receivable 71,873,000 inventory 56,372,0001 plant and equipment 26,881,000 long-term investments and other assets 20,606,000 total assets $190,389,000 current liabilities $ 37,481,000 long-term debt 17,895,000 equity 135,013,000 total liabilities and equity $190,389,000 sales $254,553,000 cost of goods sold 149,903,000 selling, administrative, and other expenses 69,609,000 earnings before interest and taxes 35,041,000 interest 2,529,000 taxes 13,972,540 net income $ 18,540,000 earnings per share $4.13 dividends per share $1.80 1 average inventory = $56,530,000
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the future value of an annuity will be larger if 1> the annuity is an ordinary annuity 2> the annuity is an annuity due 3> the payments are made at the beginning of the year 4> the payments are made at the end of the year a. 1 and 3 b. 1 and 4 c. 2 and 3 d. 2 and 4
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an annuity is a series of a. rising annual payments b. random payments c. equal payments d. unequal payments
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the present value of an annuity due is not affected by the frequency of compounding.
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the future value of an ordinary annuity will exceed the future value of an annuity due.
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the present value of an annuity increases as the number of years increases.
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the future value of an annuity of $100 at 6 percent for ten years exceeds $1,000.
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if the first payment made by an annuity is today, that is an ordinary annuity and not an annuity due.
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if interest rates are 0 percent, an annuity of $100 for ten years is the same as $1,000 today.
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if a bank pays 2 percent compounded daily, the true rate of interest is greater than 2 percent.
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portfolios that offer the highest return for a given level of risk are "efficient."
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the numerical value of beta for the market equals 1.
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the informed investor can expect consistently to outperform the market.