Question
How much will you pay for a $10,000 automobile in 20 years if the inflation rate averages 5% per year for 20 years? 10,000 26,532.98
How much will you pay for a $10,000 automobile in 20 years if the inflation rate averages 5% per year for 20 years?
| 10,000 | |
| 26,532.98 | |
| 20,000 | |
| 17,589.14 |
Question 6
You have a $100 bill today. Inflation over the next one year is 5%. What is the purchasing power of that $100 bill in one year?
| 105 | |
| 100 | |
| 95 | |
| 5 |
Question 7
You have $50,000 today and your goal is to have $500,000. If you think you can earn 12% per year, how long would it take you to reach your goal of $500,000?
| 10.2 years | |
| 100 years | |
| 20.3 years | |
| 25.5 years |
Question 8
John invests $1,000 in a CD that pays 5% interest compounded annually for 3 years. How much is the CD worth at the end of 3 years? Round to nearest penny
Question 9
For a time value calculation, you know the following......FV, PV, interest rate (i) and the amount of the periodic payments (PMT). You have enough information to solve for what?
| the IRR | |
| the future purchasing power | |
| the inflation rate | |
| number of periods (n) |
Question 10
Compounding is a term that means you earn interest on previously earned interest.
True
False
Question 11
FV = PV(1+i)^n this is the formula used to calculate___________.
| monthly payment | |
| number of periods | |
| present value | |
| future value |
Question 12
A friend owes you money. He offers to pay you $1,000 today, $1,000 a year from now and $1,000 exactly two years from now. If 10% is the prevailing rate you expect on your investments, what is the present value of this arrangement?
| $2,735.54 | |
| $3,000.00 | |
| $826.45 | |
| $2,486.85 |
Question 13
A friend owes you money. He offers to pay you $1,000 today, $1,000 a year from now and $1,000 exactly two years from now. If you can earn a 10% return on your money, how much money will you have on the date of the last payment (after he makes the last payment)?
Question 14
You borrowed $25,000 from your parents to buy a car. They want their money back in 5 months with interest at 6% (simple interest rate). What is the total amount you must pay them in 5 months (principle plus interest)?
Question 15
Rip Van Winkle made a $1,000 deposit in a bank that offered to pay 9% intererst compounded annually as long as he left it there. He then went into a deep sleep. When he woke up, his balance was $1,411.58. How many years did he sleep?
| 2 | |
| 4 | |
| 6 | |
| not enough information |
Question 16
You opened a savings account at a bank and made an initial deposit. The account pays 8% interest compounded annually. You made no additional deposits and in exactly one year you close the account and take out off of the money. The balance at the time you closed the account was $388.80. How much was the original deposit?
Question 17
You opened a bank account that pays 8% interest compounded annually and you made a deposit. You made no more deposits and in exactly two years you withdraw all of the funds and close the account. The balance at the time you closed the account was $419.90. How much did you initially deposit?
Question 18
You make a deposit of $1,000 in an account that pays interest at a rate of 12% compounded quarterly. In two years, the balance will be $__________.
| 1,240.00 | |
| 1,254.40 | |
| 1,266.77 | |
| 1,360 |
Question 19
John won the lottery. The state offers to pay him $1 million up front or a series of 25 payments of $50,000 per year for 25 years. This series of payments is called what?
| a lump sum | |
| future value payments | |
| an annuity | |
| winners bracket |
Question 20
If you have a series of ten payments of $1,000 per year for ten years, you can calculate the present value of that stream of payments AND you can calculate the future value of that stream of payments (assuming you are given the interest rate).
True
False
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