Exam 8: Compound Interest: Future Value and Present Value
Exam 1: Review and Applications of Basic Mathematics385 Questions
Exam 2: A: Review and Applications of Algebra223 Questions
Exam 2: B: Review and Applications of Algebra242 Questions
Exam 3: Ratios and Proportions298 Questions
Exam 4: Mathematics of Merchandising295 Questions
Exam 5: Cost-Volume-Profit Analysis137 Questions
Exam 6: Simple Interest302 Questions
Exam 7: Applications of Simple Interest168 Questions
Exam 8: Compound Interest: Future Value and Present Value325 Questions
Exam 9: Compound Interest: Further Topics and Applications397 Questions
Exam 10: Annuities: Future Value and Present Value257 Questions
Exam 11: Annuities: Periodic Payment, Number of Payments, and Interest Rate253 Questions
Exam 12: Annuities: Special Situations186 Questions
Exam 13: Loan Amortization; Mortgages188 Questions
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Given a periodic interest rate of 0.9375%, calculate the nominal interest rate if interest is compounded quarterly.
(Short Answer)
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A nine-year, $270,000 promissory note bears interest at a rate of 8% compounded annually. What is its maturity value?
(Multiple Choice)
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A four year $8,000 promissory note bearing interest at 6.6% compounded monthly was discounted 21 months after issue to yield 4.8% compounded quarterly. What were the proceeds from the sale of the note?
(Short Answer)
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Lori-Anne invests $2,500 over a two and a half year period at 5% compounded quarterly. Thereafter, the interest rate changes to 6% compounded monthly. Determine the value of the investment two years after the interest rate change.
(Multiple Choice)
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A bond pays $1,000 interest at the end of every year for the next 30 years. What is the current economic value of each of the 15th and 30th payments if we discount the payments at:
a) 4% compounded semi-annually?
b) 8% compounded semi-annually?
(Essay)
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Determine the periodic interest rate for a nominal interest rate of:
a) 8% compounded semi-annually?
b) 8% compounded monthly?
(Essay)
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Isaac borrowed $3,000 at 10.5% compounded quarterly 3½ years ago. One year ago he made a payment of $1,200. What amount will extinguish the loan today?
(Short Answer)
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Miquel was supposed to make three payments of $2,000 each-the first one year ago, the second one year from now, and the third three years from now. He missed the first payment and proposes to pay $3,000 today and a second amount in two years. If money can earn 4.5% compounded semi-annually, what must the second payment be to make the proposed payments equivalent to the scheduled payments?
(Short Answer)
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Eric invested $22,000 in a 5-year regular-interest GIC earning 4.5% compounded monthly. What is each monthly interest payment?
(Short Answer)
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Assume money can earn 15% compounded semi-annually. Rank the following payments in order of the payee's first choice, second choice, and third choice, respectively: 10,000 paid today, $20,000 to be paid five years from today, or $13,500,000 to be paid fifty years from today.
(Multiple Choice)
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Albert purchased Bonzo's car for $500 cash and a non-interest bearing promissory note for $2,000 payable in two years. How much money can Bonzo expect to receive for the note if he immediately sells it to Corleone Finance Company at a discount rate of 30% compounded monthly?
(Multiple Choice)
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A lottery prize gives the winner a choice between (1) $10,000 now and another $10,000 in 5 years, or (2) four $7,000 payments: now and in 5, 10, and 15 years.
a) Which alternative should the winner choose if money can earn 6% compounded annually? In current dollars, what is the economic advantage of the preferred alternative?
b) Which alternative should the winner choose if money can earn 8.5% compounded annually? In current dollars, what is the economic advantage of the preferred alternative?
(Essay)
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By calculating the maturity value of $100 invested for 1 year at each rate, determine which rate of return an investor would prefer.
a) 8.0% compounded monthly.
b) 8.1% compounded quarterly.
c) 8.2% compounded semi-annually.
d) 8.3% compounded annually.
(Short Answer)
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Calculate the maturity value of a two-year, $20,000 Guaranteed Investment Certificate accumulating at 5% compounded semi-annually.
(Multiple Choice)
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For a given term of compound-interest GIC, the nominal interest rate with annual compounding is typically 0.125% higher than the rate with semi-annual compounding and 0.25% higher than the rate with monthly compounding. Suppose that the rates for 5-year GICs are 3.00%, 2.875%, and 2.75% for annual, semi-annual, and monthly compounding, respectively. How much more will an investor earn over 5 years on a $10,000 GIC at the most favourable rate than at the least favourable rate?
(Essay)
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If two payment streams are equivalent at one interest rate, will they be equivalent at another interest rate?
(Essay)
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What principal earning 16% compounded quarterly will grow to $8,500 after six years and three months?
(Multiple Choice)
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Money is worth 5% compounded semi-annually. What is the value today of a contract that will bring in a payment of $86,500 in nine years?
(Multiple Choice)
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If the total interest earned on an investment at 8.2% compounded semi-annually for 8½ years was $1,175.98, what was the original investment?
(Short Answer)
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