Exam 9: Compound Interest: Further Topics and Applications

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What rate of return in the second year of an investment is required to break even after a 30% loss in the first year?

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To the nearest month, how long will it take an investment to double in value if it earns 7.5% compounded semiannually?

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The Wilsons bought their home 16 years ago for $128,000. Its value now is $141,000. At what annual rate has the value of their home appreciated since they bought it?

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$7,500 was borrowed for a four-year term at 9% compounded quarterly. The terms of the loan allow prepayment of the loan based on discounting the loan's maturity value at 7% compounded quarterly. How long (to the nearest day) before the maturity date was the loan prepaid if the payout amount was $9,380.24? For the purpose of determining the number of days in a partial calendar quarter, assume that a full quarter has 91 days.

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Rounded to the nearest month, how long before a scheduled payment of $10,000 would a payment of $5,000 be an economically equivalent alternative? Assume money is worth 5% compounded annually.

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A stock valued at $75 decreased by 20% and then increased by 20%. What was the value of the stock after the increase?

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How long did it take $4,625 earning 4.875% compounded annually to grow to $6768.42?

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Calculate the term of the loan or investment: Calculate the term of the loan or investment:

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Patty Lo purchased a house that she planned to use as a rental property for $300,000. During the past year, she rented the house for $1750 per month. Property taxes were $3900 for the year, and other expenses were $450 for a new garage door opener and $650 for lawn care. The current appraised value of the property is $315,000. What is Patty Lo's income yield?

(Multiple Choice)
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Manuel begins investing $700 per month for 4 years in an account earning 3.8% compounded annually. At the end of this time, he makes a $20,000 lump sum deposit on top of the accumulated investment into another account. At the end of 5 years, this amount has accumulated to $84,000. Based on monthly compounding, determine what the rate of interest that will achieve this goal.

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Determine the annual nominal rate of a credit card charging 2.3% effective rate based on monthly compounding.

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15 years ago, Alyssa made an initial deposit of $5,000 along with quarterly contributions in an investment earning 6.1% compounded monthly. 10 years ago, she deposited another lump sum of $25,000 in another investment. If her cumulative investments were $100,000 at the end of the 15 years, determine the rate of interest earned on the second investment based on annual compounding.

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Calculate the equivalent interest rate (to the nearest 0.01%) Calculate the equivalent interest rate (to the nearest 0.01%)

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What rate of interest compounded quarterly has an effective rate of 6%?

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At the end of 2012, the Trans IMS Canadian Growth Fund had one of the worst 10-year compound annual returns of any Canadian diversified equity mutual fund. The fund's annual returns in successive years from 2000 to 2009 inclusive were -12.8%, -38.3%, -24.1%, 25.4%, 9.2%, 18.6%, 12.0%, -0.2%, -38.5%, and 15.6%, respectively. For 3-year, 5-year, and 10-year periods ended December 31, 2012, what was the fund's equivalent annually compounded return?

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Monty purchased a strip bond for his RRSP. He paid $3,800 for a $5,000 face value bond with three years remaining until maturity. What semiannually compounded rate of return will he realize over the three years?

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Kristina was earning $10.00 an hour four years ago. Today, she earns $13.50 an hour. At what equivalent compound annual rate has her salary grown over the four years?

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A furniture company has decided to drop the effective rate on its credit card by 2%. The store currently charges a periodic rate of 1.85% per month. What new periodic rate should the store advertise?

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Maury invested $5,000 in a selection of high-tech stocks. After six years of careful trading, his investments were worth $79,700. At what quarterly compounded nominal rate did his investments grow?

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An effective rate of 6.6% (based on quarterly compounding) has a higher nominal rate than an effective rate of 6.5% (based on monthly compounding).

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