What is the nominal annual interest rate

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Q1. A dealer sold a car to Derek for $3700 down and end-of-month payments of $540 for 4.5 years, including interest at 4.11% compounded annually. What was the selling price of the car?

a. $30325.32

b. $8845.33

c. $5878.05

d. $26625.32

Q2. A loan of $8000 is repaid in 27 months with $333 end-of-month payments. What is the nominal annual rate, compounded semi-annually, on this loan?

a. 2.904977%

b. 10.241064%

c. 1.706844%

d. 10.462065%

Q3. You have purchased a water softener for $10 500. Your loan requires that you make payments every 3 months over the course of 48 months at an interest rate of 0.99% compounded monthly. What is the amount of each payment?

a. $670.15

b. $232.27

c. $660.86

d. $233.20

Q4. Draw a timeline in your notes to practice, then use the one below to help you! To save for a capital investment, a company deposits $500 at the end of every month in an account that earns 4.25% compounded quarterly. After 5 years, no further deposits are made. The balance earns interest in the same account for 6 more years. What is the value of PV2?

a. $41 665.62

b. $33 360.27

c. $2553.69

d. $33 347.60

Q5. A new piece of equipment is financed with end-of-month payments of $1250 for 7 years. At 4.05% p.a. compounded annually, what was the cash price of the equipment?

a. $92520.86

b. $91295.29

c. $91520.86

d. $45 472.74

Q6. An annuity is set up where payments of $850 are made into a savings account at the end of each month. If interest is 2.91% p.a. compounded quarterly, calculate the future value of the annuity after 75 months.

a. $69 807.19

b. $5415.00

c. $84 390.28

d. $69 822.75

Q7. Saving for education requires a future value of $65 000. If deposits of $6800 are made at the end of every year for 7 years, what is the nominal annual interest rate, compounded semi-annually, on this account?

a. 9.995185%

b. 10.244945%

c. 6.274834%

d. 20.489889%

Q8. You have purchased a water softener for $7 500. Your loan requires that you make payments every 3 months over the course of 60 months at an interest rate of 5.99% compounded semi-annually. What is the amount of each payment?

a. $1637.43

b. $503.88

c. $436.26

d. $190.33

Q9. Draw a timeline in your notes to practice, then use the one below to help you! To save for a capital investment, a company deposits $500 at the end of every month in an account that earns 4.25% compounded quarterly. After 5 years, no further deposits are made. The balance earns interest in the same account for 6 more years. Calculate the available funds at the end of 11 years.

a. $71 375.20

b. $42 975.95

c. $43 014.42

d. $96 209.56

Q10. An annuity is set up where payments of $1000 are made into a savings account at the end of every 6 month. If interest is 4.5% p.a. compounded quarterly, calculate the future value of the annuity after 3 years.

a. $6347.80

b. $6349.81

c. $6171.30

d. $4319.34

Reference no: EM132766899

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