Question
11. A bank account has an infinite number of compounding periods per year. This is called: a)Logarithmic compounding b)Geometric compounding c)Continuous compounding d)Arithmetic compounding 12.The
11. A bank account has an infinite number of compounding periods per year. This is called:
a)Logarithmic compounding
b)Geometric compounding
c)Continuous compounding
d)Arithmetic compounding
12.The $ amount of periodic interest on an amortizing loan increases eachperiod over the life of the loan.
a) True
b) False
13. Which interest rate risk premiums would not apply to U.S. Treasury bonds?
a) Inflation & Liquidity Risk Premiums
b)Default & Liquidity Risk Premiums
c) Liquidity & Maturity Risk Premiums
d) Inflation & Default Risk Premiums
14. You have calculated the present value of a lump sum to be received in n years using a discount rate of r assuming annual compounding periods. If the compounding
period were to be quarterly rather than annual, you would have to modify your calculation by:
a)multiplying r x 4, dividing t/ 4
b)multiplying t x 4, dividing r / 4
c) multiplying both t and r by 4
d) dividing both t and r by 4
15. An annuity payment related to a loan will always be a(n) ______. An annuity payment for rent on an apartment will most likely be a(n) ________.
a) annuity due / ordinary annuity
b) ordinary annuity / ordinary annuity
c) ordinary annuity / annuity due
d) annuity due / annuity due
16. A car loan is most likely:
a) A discount loan
b) An interest only loan
c) An amortizing loan
d) An unsecured loan
17. The mathematical relationship of Nominal to Real interest rates is defined by a principle known as:
a) Compounding
b) The Fisher Effect
c) The Discount Effect
d) Inflation adjustment
18. A 15 - year real estate loan follows a 30- year amortization schedule, but requires the remaining balance to be paid in full at the end of 15 years. That large final payment is called a(n):
a) Amortizing payment
b) A pure discount payment
c) A liquidating payment
d) A balloon payment
19. It took 8 years for your lump sum balance to grow from X to Z at an interest rate of 5%. If the interest rate were to have been higher, it would have taken longer for your balance to grow from X to Z.
a) True
b) False
20. It took 10 years for your lump sum balance to grow from X to Z at an interest rate of 5%. In order to achieve the same balance in eight years, you would have had to have earned a higher interest rate.
a) True
b) False
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