Exam 2: Compound Interest

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What is the present value of $100,000 due exactly 4 years and 8 months from today if j2 = 9% and the practical method of discounting is used?

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You invest $1000 today at j12 = 6%.After 2 years,the interest rate changes to j12 = 12%.How many years from today will it take the $1000 to grow to $10,000?

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What simple interest rate r is equivalent to j4 = 8% if money is invested for 4 years?

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You invest $1000 in a fund earning j1 = 6% in the first year,j2 = x% in the 2nd year,and j4 = 8% in the 3rd year.If the accumulated value is $1264.98 after three years,what is the value of x?

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A woman plans to withdraw $1800 18-months from now,and $2400 36-months from now.How much does she need to deposit today if the interest rate is j12 = 12% for the first 2 years and j12 = 6% thereafter?

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A loan of $15,000 is taken out with interest at j4 = 8%.What is the total amount of interest due on the loan in the second year?

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Suppose the inflation rate in a country is 1% per month.How many years will it take for the purchasing power of $1 today to be cut in half?

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An investment earns the following interest rates: 10% simple interest for 24 months,followed by 8% compounded quarterly for 36 months.What is the equivalent nominal rate compounded semi-annually that is earned over the 5-years?

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You buy a motor boat worth $13,400.You can pay cash,or chose one of two payment options: Option 1: Pay $10,000 in one year and $5000 in two years Option 2: Pay $17,400 in 3 years If the interest rate on both options is j12 = 9%,which one should you take and how much cheaper is it compared to paying cash?

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You borrow $5000 today.The loan is due in 5 years,with interest at j1 = 7%.It is agreed that you can instead pay $1000 one year from now,$X two years from now and $2000 three years from now.If money is worth j4 = 8%,what is the value of X?

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If inflation is 3.4% per year,what does the purchasing power of $1 today become in 10 years?

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A company has a loan that is due on December 30,2009.At that time they are required to pay $20,000.What was the original amount of the loan if it was taken out on September 30,2007 at j4 = 12%?

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You wish to have $4000 in 3-years time.If you invest $3000 today,what nominal rate j4 must you earn on your investment to reach your goal?

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A long term promissory note is due on April 5,2013.The maturity value of the note on that date is $4720.56.On June 7,2010,the holder of the notes sells it to a bank who discounts the note at j2 = 14%.Using the practical method of crediting/charging interest,calculate the proceeds of the sale.

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A car insurance company charges you a premium of $1452 a year for your car insurance policy.You have two options.Option 1 is to pay the $1452 in cash today.Option 2 is to make three payments of $499 at the following times: today,3-months from now and 6-months from now.What nominal rate of interest,j4,are you being charged?

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A $2000 loan is to be repaid with payments of $1200 in 1 year,$800 in 4 years,and $400 in n years,assuming a nominal interest rate of 6% compounded annually.Determine n.

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A non-interest bearing long term promissory note is due on February 1,2011.The loan amount was $30,000.On October 15th,2010 the note was sold to a bank that charges interest at j12 = 12%.How much did the bank pay for this note? Assume the practical (or approximate)method is used for fractional time periods.

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A loan of $5000 is taken out today.It is due with interest at j4 = 8% in 2 years.Instead,the borrower negotiates with the lender to replace this loan with a payment of $2500 in 1-year and another payment of $X in 3-years.If the lender can reinvest any payment at j2 = 5%,what is the value of X?

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You invest $20,000 today in a fund earning interest at j1 = 4%.How much will you have in 5 years,270 days if the exact method of accumulating is used?

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Paul deposited $1000 in a savings account paying interest at j1 = 4.5%.The account has now grown to $1246.18.If he had been able to invest the same amount over twice as long in a fund paying interest at j1 = 5.5%,to what amount would his investment now have accumulated?

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