Question 1

Compute the accumulated value of $6500.00 at 8.5% after eleven months.

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Question 2

Find the present value of a debt of $760.00 ninety-five days before it is due if money is worth 6.25%.

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Question 3

What principal will have a maturity value of $12 000.00 at 6.25% p.a. in 3 months?

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Question 4

Debt payments of $1610.00 due today, $725.00 due in 101 days and $670.00 due in 296 days respectively are to be combined into a single payment to be made 170 days from now. What is that single payment, if money is worth 9.5% p.a. and the agreed focal date is 170 days from now?

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Question 5

A loan payment of $1700 was due 60 days ago and another payment of $1200 is due 45 days from now. What single payment 90 days from now will pay off the two obligation if interest is to be 14% and the agreed focal date is 90 days from now?

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Question 6

Determine the amount of money that would have to be invested at 5  % to accumulate to $10 000.00, 91 days after the investment date.

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Question 7

On April 24, 2012, Rebecca purchased a government-guaranteed short-term investment maturing on
July 5, 2012. How much did Rebecca pay for the investment if she will receive $6000 on the maturity date and interest is 2.75%?

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Question 8

What is the present value of $41 230.00 due in nine months if interest is 11.1%?

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Question 9

Leo wishes to invest $8000.00 that he saved from his summer job. His bank offers 3.75% for a one-year term investment or 3.5% for a six-month term. Help Leo to investigate his options.
a) How much will Leo receive after one year if he invests at the one-year rate?
b) How much will Leo receive after one-year if he invests for six-months at a time at 3.5% each time?
c) What would the one-year rate have to be to yield the same amount of interest as the investment described in part b)?

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Question 10

Debt payments of $800.00 due now and $1400.00 due in five months are to be repaid by a payment of $1000.00 in three months and a final payment in eight months. Calculate the size of the final payment if interest is 6%.

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Question 11

What principal will have a maturity value of $61 500.00 at 6.5% p.a. in 17 months?

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Question 12

What sum of money will accumulate to $3700.00 at 14.75% p.a. in 451 days?

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Question 13

Tamiko invested $1500.00 at a bank for eight months at an interest rate of 4  %. Calculate the maturity value of the investment.

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Question 14

What sum of money will accumulate to $539.04 in 97 days at 11.4%?

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Question 15

What sum of money will accumulate to $1426.80 in eight months at 7.78%?

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Question 16

What principal will have a maturity value of $100 000 at 5% p.a. in 18 months?

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Question 17

An appliance store advertises a stove for $747.50 with nothing down, no payments and no interest for six months. Determine the cash value the store would be willing to accept if on a six-month investment, it can earn an interest of 4%.

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Question 18

What is the present value of $9700.00 due at 6.25% p.a. in 89 days?

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Question 19

What is the amount to which $7250.00 will grow at 7.75% p.a. in 3 months?

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Question 20

What principal will have a maturity value of $40 000.00 at 5.25% p.a. in 4 years?

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Quiz 7: Simple Interest

Compute the accumulated value of $6500.00 at 8.5% after eleven months.

Find the present value of a debt of $760.00 ninety-five days before it is due if money is worth 6.25%.

What principal will have a maturity value of $12 000.00 at 6.25% p.a. in 3 months?

Debt payments of $1610.00 due today, $725.00 due in 101 days and $670.00 due in 296 days respectively are to be combined into a single payment to be made 170 days from now. What is that single payment, if money is worth 9.5% p.a. and the agreed focal date is 170 days from now?

A loan payment of $1700 was due 60 days ago and another payment of $1200 is due 45 days from now. What single payment 90 days from now will pay off the two obligation if interest is to be 14% and the agreed focal date is 90 days from now?

Determine the amount of money that would have to be invested at 5 % to accumulate to $10 000.00, 91 days after the investment date.

On April 24, 2012, Rebecca purchased a government-guaranteed short-term investment maturing on July 5, 2012. How much did Rebecca pay for the investment if she will receive $6000 on the maturity date and interest is 2.75%?

What is the present value of $41 230.00 due in nine months if interest is 11.1%?

Debt payments of $800.00 due now and $1400.00 due in five months are to be repaid by a payment of $1000.00 in three months and a final payment in eight months. Calculate the size of the final payment if interest is 6%.

What principal will have a maturity value of $61 500.00 at 6.5% p.a. in 17 months?

What sum of money will accumulate to $3700.00 at 14.75% p.a. in 451 days?

Tamiko invested $1500.00 at a bank for eight months at an interest rate of 4 %. Calculate the maturity value of the investment.

What sum of money will accumulate to $539.04 in 97 days at 11.4%?

What sum of money will accumulate to $1426.80 in eight months at 7.78%?

What principal will have a maturity value of $100 000 at 5% p.a. in 18 months?

An appliance store advertises a stove for $747.50 with nothing down, no payments and no interest for six months. Determine the cash value the store would be willing to accept if on a six-month investment, it can earn an interest of 4%.

What is the present value of $9700.00 due at 6.25% p.a. in 89 days?

What is the amount to which $7250.00 will grow at 7.75% p.a. in 3 months?

What principal will have a maturity value of $40 000.00 at 5.25% p.a. in 4 years?