JustAnswer



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|Question 1 of 40 |

|2.5/ 2.5 Points |

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|Your firm intends to finance the purchase of a new construction crane. The cost is $1,500,000. What is the size of the first payment if the |

|crane is financed with an interest-only loan at an annual rate of 8.50%? |

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|A. $228,611.56 |

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|B. $127,500 |

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|C. $3,391,475.16 |

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|D. There is not enough information to answer this question. |

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|Question 2 of 40 |

|2.5/ 2.5 Points |

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|You just won the Publisher's Clearing House Sweepstakes and the right to 20 after-tax ordinary annuity cash flows of $163,291.18. Assuming a|

|discount rate of 7.50%, what is the present value of your lottery winnings? Use a calculator to determine your answer. |

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|A. $3,265,823.60 |

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|B. $1,789,520.81 |

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|C. $1,664,670.52 |

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|D. There is not enough information to answer this question. |

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|Question 3 of 40 |

|2.5/ 2.5 Points |

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|Your employer has agreed to place year-end deposits of $1,000, $2,000, and $3,000 into your retirement account. The $1,000 deposit will be |

|one year from today, the $2,000 deposit two years from today, and the $3,000 deposit three years from today. If your account earns 5% per |

|year, how much money will you have in the account at the end of Year 3 when the last deposit is made? |

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|A. $5,357.95 |

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|B. $6,000 |

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|C. $6,202.50 |

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|D. $6,727.88 |

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|Question 4 of 40 |

|0.0/ 2.5 Points |

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|An annuity is a series of: |

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|A. variable cash payments at regular intervals across time. |

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|B. equal cash payments at regular intervals across time. |

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|C. variable cash payments at different intervals across time. |

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|D. equal cash payments at different intervals across time. |

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|Question 5 of 40 |

|0.0/ 2.5 Points |

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|What is the present value of a lottery paid as an annuity due for 20 years if the cash flows are $250,000 per year and the appropriate |

|discount rate is 7.50%? |

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|A. $5,000,000.00 |

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|B. $3,186,045.39 |

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|C. $2,739,769.55 |

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|D. $2,548,622.84 |

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|Question 6 of 40 |

|2.5/ 2.5 Points |

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|You have just won the Reader's Digest lottery of $5,000 per year for 20 years, with the first payment today followed by 19 more |

|start-of-the-year cash flows. At an interest rate of 5%, what is the present value of your winnings? |

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|A. $100,000 |

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|B. $65,426.60 |

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|C. $62,311.05 |

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|D. $47,641.18 |

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|Question 7 of 40 |

|0.0/ 2.5 Points |

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|What is the future value in Year 25 of an ordinary annuity cash flow of $2,000 per year at an interest rate of 10% per year? |

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|A. $66,505.81 |

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|B. $55,000.00 |

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|C. $196,694.12 |

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|D. $216,363.53 |

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|Question 8 of 40 |

|0.0/ 2.5 Points |

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|Your department at work places $10,000 every year-end into an account earning 5%. The money is used when the corporate office fails to fully|

|finance your profitable projects. The money has not been touched since a deposit was made exactly five years ago. If the most recent deposit|

|was made today, how much money is currently in the account? |

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|A. $55,256.31 |

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|B. $60,000 |

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|C. $65,256.31 |

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|D. $68,019.13 |

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|Question 9 of 40 |

|2.5/ 2.5 Points |

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|A/An __________ is a series of equal end-of-the-period cash flows. |

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|A. annuity |

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|B. annuity due |

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|C. perpetuity due |

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|D. None of the above |

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|Question 10 of 40 |

|2.5/ 2.5 Points |

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|If for the next 40 years you place $3,000 in equal year-end deposits into an account earning 8% per year, how much money will be in the |

|account at the end of that time period? |

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|A. $120,000.00 |

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|B. $777,169.56 |

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|C. $839,343.12 |

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|D. $2,606,942.58 |

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|Question 11 of 40 |

|0.0/ 2.5 Points |

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|You currently have $67,000 in an interest-earning account. From this account, you wish to make 20 year-end payments of $5,000 each. What |

|annual rate of return must you make on this account to meet your objective? |

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|A. 4.16% |

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|B. 5.03% |

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|C. 6.42% |

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|D. 7.32% |

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|Question 12 of 40 |

|0.0/ 2.5 Points |

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|Your company just sold a product with the following payment plan: $50,000 today, $25,000 next year, and $10,000 the following year. If your |

|firm places the payments into an account earning 10% per year, how much money will be in the account after collecting the last payment? |

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|A. $99,000 |

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|B. $98,000 |

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|C. $88,500 |

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|D. $85,000 |

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|Question 13 of 40 |

|0.0/ 2.5 Points |

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|Your parents have an investment portfolio of $400,000, and they wish to take out cash flows of $50,000 per year as an ordinary annuity. How |

|long will their portfolio last if the portfolio is invested at an annual rate of 4.50%? Use a calculator to determine your answer. |

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|A. 8 years |

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|B. 9.10 years |

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|C. 9.60 years |

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|D. 10.14 years |

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|Question 14 of 40 |

|0.0/ 2.5 Points |

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|When you pay off the principal and all of the interest at one time at the maturity date of the loan, we call this type of loan a(n): |

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|A. amortized loan. |

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|B. interest-only loan. |

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|C. discount loan. |

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|D. compound loan. |

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|Question 15 of 40 |

|0.0/ 2.5 Points |

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|Given the following cash flows, what is the future value at Year 6 when compounded at an interest rate of 8%? |

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|$5,000 |

|$7,000 |

|$9,000 |

|$11,000 |

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|A. $38,955.39 |

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|B. $56,687.43 |

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|C. $42,074.42 |

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|D. $32,000 |

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|Question 16 of 40 |

|0.0/ 2.5 Points |

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|If you borrow $100,000 at an annual rate of 8% for a 10-year period and repay the total amount of principal and interest due of $215,892.50 |

|at the end of 10 years, what type of loan did you have? |

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|A. Amortized loan |

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|B. Interest-only loan |

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|C. Discount loan |

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|D. Compound loan |

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|Question 17 of 40 |

|0.0/ 2.5 Points |

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|The main variables of the TVM equation are: |

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|A. present value, future value, time, interest rate, and payment. |

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|B. present value, future value, perpetuity, interest rate, and payment. |

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|C. present value, future value, time, annuity, and interest rate. |

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|D. present value, future value, perpetuity, interest rate, and principal. |

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|Question 18 of 40 |

|0.0/ 2.5 Points |

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|What is the future value in Year 12 of an ordinary annuity cash flow of $6,000 per year at an interest rate of 4% per year? |

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|A. $90,154.83 |

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|B. $93,761.02 |

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|C. $28,675.97 |

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|D. $32,117.08 |

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|Question 19 of 40 |

|0.0/ 2.5 Points |

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|The furniture store offers you no-money-down on a new set of living room furniture. Further, you may pay for the furniture in three equal |

|annual end-of-the-year payments of $1,000 each with the first payment to be made one year from today. If the discount rate is 6%, what is |

|the present value of the furniture payments? |

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|A. $3,183.60 |

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|B. $3,000 |

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|C. $2,833.39 |

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|D. $2,673.01 |

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|Question 20 of 40 |

|0.0/ 2.5 Points |

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|If you borrow $50,000 at an annual interest rate of 12% for six years, what is the annual payment (prior to maturity) on a discount loan? |

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|A. $0 |

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|B. $6,000 |

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|C. $8,333.33 |

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|D. $12,161.29 |

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|Part 2 of 2 - Lesson 5 Questions |

|17.5/ 50.0 Points |

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|Question 21 of 40 |

|0.0/ 2.5 Points |

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|Suppose you deposit money in a certificate of deposit (CD) at a bank. Which of the following statements is true? |

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|A. The bank is borrowing money from you without a promise to repay that money with interest. |

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|B. The bank is lending money to you with a promise to repay that money with interest. |

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|C. The bank is technically renting money from you with a promise to repay that money with interest. |

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|D. The bank is lending money to you, but not borrowing money from you. |

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|Question 22 of 40 |

|0.0/ 2.5 Points |

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|The phrase "price to rent money" is sometimes used to refer to: |

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|A. historical prices. |

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|B. compound rates. |

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|C. discount rates. |

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|D. interest rates. |

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|Question 23 of 40 |

|0.0/ 2.5 Points |

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|Suppose you postpone consumption so that by investing at 8% you will have an extra $800 to spend in one year. Suppose that inflation is 4% |

|during this time. What is the approximate real increase in your purchasing power? |

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|A. $800 |

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|B. $600 |

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|C. $400 |

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|D. $200 |

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|Question 24 of 40 |

|2.5/ 2.5 Points |

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|The number of periods for a consumer loan (n) is equal to the: |

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|A. number of years times compounding periods per year. |

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|B. number of years. |

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|C. number of years in a period. |

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|D. number of compounding periods. |

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|Question 25 of 40 |

|0.0/ 2.5 Points |

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|When interest rates are stated or given for loan repayments, it is assumed that they are __________ unless specifically stated otherwise. |

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|A. daily rates |

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|B. annual percentage rates |

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|C. effective annual rates |

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|D. APYs |

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|Question 26 of 40 |

|0.0/ 2.5 Points |

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|As applied to mortgage loans, which of the following statements is FALSE? |

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|A. Advertised rates are annual percentage rates. |

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|B. A spreadsheet uses the periodic interest rate, not the annual percentage rate. |

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|C. By increasing the number of payments per year you increase your effective borrowing rate. |

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|D. A mortgage problem is unlike a future value problem with an annuity. |

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|Question 27 of 40 |

|0.0/ 2.5 Points |

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|The Fisher Effect involves which of the items below? |

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|A. Nominal rate, the real rate, and inflation |

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|B. Nominal rate and the real rate only |

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|C. Nominal rate and inflation only |

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|D. Nominal rate, the bond rate, and inflation |

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|Question 28 of 40 |

|2.5/ 2.5 Points |

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|Assume that you are willing to postpone consumption today and buy a certificate of deposit (CD) at your local bank. Your reward for |

|postponing consumption implies that at the end of the year: |

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|A. you will be able to consume fewer goods. |

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|B. you will be able to buy the same amount of goods or services. |

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|C. you will be able to buy fewer goods or services. |

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|D. you will be able to buy more goods or services. |

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|Question 29 of 40 |

|2.5/ 2.5 Points |

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|Which of the following statements is true if you increase your monthly payment above the required loan payment? |

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|A. The extra portion of the payment does not go to the principal. |

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|B. You can significantly increase the number of payments needed to pay off the loan. |

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|C. The extra portion of the payment increases the principal. |

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|D. You can significantly reduce the number of payments needed to pay off the loan. |

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|Question 30 of 40 |

|0.0/ 2.5 Points |

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|The two major components of the interest rate that cause rates to vary across different investment opportunities or loans are: |

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|A. the default premium and the bankruptcy premium. |

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|B. the liquidity premium and the maturity premium. |

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|C. the default premium and the maturity premium. |

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|D. the inflation premium and the maturity premium. |

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|Question 31 of 40 |

|0.0/ 2.5 Points |

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|If you take out a loan from a bank, you will be charged: |

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|A. for principal but not interest. |

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|B. for interest but not principal. |

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|C. for both principal and interest. |

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|D. for interest only. |

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|Question 32 of 40 |

|0.0/ 2.5 Points |

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|A company selling a bond is __________ money. |

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|A. borrowing |

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|B. lending |

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|C. taking |

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|D. reinvesting |

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|Question 33 of 40 |

|0.0/ 2.5 Points |

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|The __________ compensates the investor for the additional risk that the loan will not be repaid in full. |

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|A. default premium |

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|B. inflation premium |

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|C. real rate |

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|D. interest rate |

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|Question 34 of 40 |

|0.0/ 2.5 Points |

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|James is a rational investor wishing to maximize his return over a 20-year period. The current yield curve is inverted with one-year rates |

|at 5% and 20-year rates at 3.5%. James will invest in the lower-rate 20-year bonds if: |

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|A. he thinks rates will fall in the future and locking in long-term rates today may provide the highest long-run average return. |

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|B. he thinks rates will rise in the future and locking in long-term rates today may provide the lowest long-run average return. |

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|C. he thinks rates will remain flat at 5% in the future and locking in long-term rates today will prevent him from appearing greedy to those|

|without this investment opportunity. |

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|D. James has no idea what to do and should just skip this question. |

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|Question 35 of 40 |

|2.5/ 2.5 Points |

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|Nominal interest rates are the sum of two major components. These components are: |

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|A. the real interest rate and expected inflation. |

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|B. the risk-free rate and expected inflation. |

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|C. the real interest rate and default premium. |

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|D. the real interest rate and the T-bill rate. |

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|Question 36 of 40 |

|2.5/ 2.5 Points |

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|The frequency of default on a home loan is __________ the frequency of default on a credit card. |

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|A. much lower than |

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|B. much higher than |

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|C. a bit lower than |

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|D. a bit higher than |

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|Question 37 of 40 |

|0.0/ 2.5 Points |

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|What is the EAR if the APR is 10.52% and compounding is daily? |

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|A. Slightly above 10.09% |

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|B. Slightly below 11.09% |

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|C. Slightly above 11.09% |

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|D. Over 11.25% |

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|Question 38 of 40 |

|2.5/ 2.5 Points |

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|We can write the true relationship between the nominal interest rate and the real rate and expected inflation as which of the following? |

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|A. (1 + r) = (1 + r) × (1 + h*) |

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|B. r = (1 + r*) × (1 + h) - 1 |

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|C. r* = (1 + r) × (1 + h) -1 |

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|D. r = (1 + r*) × (1 + h) + 1 |

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|Question 39 of 40 |

|0.0/ 2.5 Points |

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|Assume you just bought a new home and now have a mortgage on the home. The amount of the principal is $150,000, the loan is at 5% APR, and |

|the monthly payments are spread out over 30 years. What is the loan payment? Use a calculator to determine your answer. |

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|A. $798.95 |

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|B. $805.23 |

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|C. $850.32 |

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|D. $903.47 |

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|Question 40 of 40 |

|2.5/ 2.5 Points |

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|You put down 20% on a home with a purchase price of $300,000. The down payment is thus $60,000, leaving a balance owed of $240,000. The bank|

|will loan you the remaining balance at 4.28% APR. You will make annual payments with a 20-year payment schedule. What is the annual annuity |

|payment under this schedule? |

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|A. $18,100.23 |

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|B. $22,625.29 |

| |

| |

|[pic]  |

|C. $12,000.00 |

| |

| |

|[pic]  |

|D. $33,785.23 |

| |

| |

| |

| |

| | |            | | | |

| | | | | | |

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