Exam 9: Compound Interest - Future Value and Present Value
Exam 1: Review of Arithmetic103 Questions
Exam 2: Review of Basic Algebra193 Questions
Exam 3: Ratio, Proportion, and Percent152 Questions
Exam 4: Linear Systems81 Questions
Exam 5: Trade Discount, Cash Discount, Markup, and Markdown119 Questions
Exam 6: Break-Even and Cost-Volume-Profit Analysis24 Questions
Exam 7: Simple Interest95 Questions
Exam 8: Simple Interest Applications63 Questions
Exam 9: Compound Interest - Future Value and Present Value123 Questions
Exam 10: Compound Interest - Further Topics53 Questions
Exam 11: Ordinary Simple Annuities76 Questions
Exam 12: Ordinary General Annuities74 Questions
Exam 13: Annuities Due, Deferred Annuities, and Perpetuities132 Questions
Exam 14: Amortization of Loans, Including Residential Mortgages59 Questions
Exam 15: Bond Valuation and Sinking Funds81 Questions
Exam 16: Investment Decision Applications56 Questions
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Find the proceeds of a non-interest-bearing promissory note for $175 500 discounted 54 months before maturity at 9.75% compounded semi-annually.
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(Essay)
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Correct Answer:
FV = 175000.00; i = 0.04875; n = * 2 = 9
PV = 17500.00(1.04875)-9 = 175000.00(.6515567) = $114022.42
Find the present value and the compound discount of $7500 due in five years and six months if interest is 4.8% compounded quarterly.
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(Essay)
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Correct Answer:
PV = 7500.00(1.012)-22 = 7500.00(.7691813) = $5768.86
Discount = 7500.00 - 5768.86 = $1731.14
Debt payments of $1400.00 due today, $5100.00 due in twenty-one months, and $1900.00 due in 4.5 years are to be combined into a single payment due three years from now. What is the size of the single payment if interest is 8.04% p.a. compounded quarterly?
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(Essay)
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Correct Answer:
Let the single payment be $x and the focal date be 3 years from now.
x = 1400.00(1.0201)12 + 5100.00(1.0201)5 + 1900.00(1.0201)-6
x = 1400.00(1.2697346) + 5100.00(1.1046221) + 1900.00(.8874492)
x = 1777.63 + 5633.57 + 1686.15
x = $9097.35
What sum of money invested at 8% p.a., compounded quarterly, will grow to $10 000.00 in 12.5 years?
(Essay)
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Determine the compound discount on $18875 due in 7.75 years if interest is 9.72% compounded monthly.
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To what future value will a principal of $7100.00 amount in three years at 7.6% p.a. compounded:
a) annually
b) semi-annually
c) quarterly
d) monthly
(Essay)
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A twenty-year note for $10000.00 bearing interest at 12% compounded monthly is discounted at 8% compounded quarterly four years and six months before maturity. Find the proceeds of the note.
(Essay)
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An obligation of $5150.00 due in 2.5 years is to be settled by four equal payments due today, nine months from now, 21 months from now, and 27 months from now, respectively. What is the size of the equal payment at 8.88% p.a. compounded quarterly?
(Essay)
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An obligation of $17 320 is due two years from now with interest at 9.2% compounded semi-annually. The obligation is to be settled by a payment of $8000 in seven months and a final payment in sixteen months. What is the size of the second payment if interest is now 10.8% compounded monthly?
(Essay)
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You invest $8500 in a savings account that pays interest of 4.8% compounded monthly. What is the value of your account after 19 months?
(Multiple Choice)
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Find the future value of and the compound interest on $4575.00 invested at 12.24% compounded monthly for:
a) 3.5 years
b) 7 years
c) 12.5 years
(Essay)
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Determine the proceeds of $5000 four years and nine months before the due date if interest is 8% compounded semi-annually.
(Essay)
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Six years after Mr. Robertson deposited $7110.00 in a savings account that earned interest at 6.8% p.a., compounded semi-annually, the interest was changed to 7.2% p.a., compounded quarterly. How much was in the account ten years after the deposit was made?
(Essay)
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A variable rate demand loan showed an initial balance of $20 000.00, payments of $5000.00 after six months, $10000.00 after one year, and a final payment after two years. Interest was 6% compounded semi-annually for the first year and 12% compounded monthly for the remaining time. How much was the size of the final payment?
(Essay)
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Sean started an RRSP on March 1, 2007, with a deposit of $2000.00. He added $1500.00 on March 1, 2008. What is the accumulated value of his account on December 1, 2008, if interest is 6% compounded quarterly?
(Essay)
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An investment of $21700 is accumulated at 5.24% compounded quarterly for three and one-half years. At that time the interest rate is changed to 6.12% compounded monthly. How much is the investment worth two years after the change in interest rate?
(Essay)
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You invest $10000 in a savings account that pays interest of 8% compounded monthly. What is the value of your account after 14 months?
(Multiple Choice)
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Find m for the investment of $1000.00 for 2 years at 1.8% compounded semi-annually.
(Multiple Choice)
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Karen started a registered retirement savings plan on February 1, 2000, with a deposit of $2210. She added $2000 on February 1, 2001, and $1475 on February 1, 2004. What is the accumulated value of her RRSP account on August 1, 2005, if interest is 10.44% compounded quarterly?
(Essay)
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You have an investment that will mature in 33 months and have a value of $4300. You need some quick cash and decide to sell today at a discount rate of 8.2% compounded quarterly. What is the cash value?
(Multiple Choice)
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