Chapter 27.1 Flashcards
Other things being equal, bond prices
A) are unaffected by changes in the demand for money.
B) are unaffected by interest-rate changes.
C) vary directly with interest rates.
D) vary inversely with interest rates.
E) vary proportionally with interest rates.
D
The present value of a financial asset is
A) the most someone would be willing to pay upon maturity of the asset.
B) the most someone would be willing to pay today for the asset.
C) equivalent to the face value of the asset.
D) the amount someone would pay in the future to have the asset today.
E) the amount someone would pay in the future for the current stream of payments from the asset.
B
The present value of a bond is determined by the
A) face value and the date of maturity.
B) rate of inflation.
C) market rate of interest only.
D) market rate of interest, the date of maturity, and the face value.
E) marginal rate of income tax.
D
If Robert expects interest rates to fall in the near future, he will probably be willing to
A) buy bonds now, and hold less money.
B) buy bonds now, but only if their price falls.
C) sell bonds now, and hold less money.
D) put his money under his mattress rather than buy bonds.
E) maintain only the current holding of bonds.
A
When Janet expects interest rates to rise in the near future, she will probably be willing to
A) buy bonds now, and hold less money.
B) buy bonds now, but only if their price falls.
C) sell bonds now, and hold more money.
D) put her money under her mattress rather than in a bank account.
E) maintain only the current holding of bonds.
C
What is the present value of a bond that pays $121.00 one year from today if the interest rate is 10% per year? A) $100.00 B) $110.00 C) $121.00 D) $133.10 E) $221.00
B
When i is the annual interest rate, the formula for calculating the present value of a bond with a face value of R dollars, receivable in one year is A) PV = (1 + i)/R. B) PV = i(R + i). C) PV = R (1 + i). D) PV = R/i. E) PV = R/(1 + i).
E
If the annual market rate of interest is 5%, an asset that promises to pay $100 after each of the next two years has a present value of A) $90.70. B) $95.24. C) $181.40. D) $185.94. E) $200.00.
D
If the annual interest rate is 8%, an asset that promises to pay $160 after each of the next two years has a present value of A) $178.32. B) $285.32. C) $296.30. D) $300.00. E) $320.00.
B
If the annual interest rate is 10%, $5.00 received today has the same present value as A) $4.00 received one year from now. B) $4.50 received one year from now. C) $5.00 received one year from now. D) $5.50 received one year from now. E) $6.00 received one year form now.
D
If the annual interest rate is 3%, $10 000 received today has the same present value as \_\_\_\_\_\_\_\_ received one year from now. A) $10 000 B) $13 000 C) $300 D) $9707.74 E) $10 300
E
Consider a bond with a face value of $10 000, a three-year term and a coupon payment of 6% made at the end of each year. The face value of the bond is repaid at the end of the term. Which of the following equations will correctly calculate the present value of the bond?
A) PV = 600/1.06 + 600/1.1236 + 10600/1.1910
B) PV = 600/1.06 + 600/1.1236 + 600/1.1910
C) PV = 600/1.06 + 600/1.106 + 10000/1.06
D) PV = 600/1.6 + 600/2.56 + 10000/4.096
E) PV = 600/1.06 + 600/1.06 + 9400/1.1910
A
In a competitive financial market, the equilibrium price of an asset will equal the
A) present value of the asset.
B) future value of the asset.
C) sum of present value of the asset multiplied by the interest rate.
D) future value of the asset multiplied by the interest rate.
E) issue price of the asset.
A
Consider a bond that promises to make coupon payments of $100 each year for three years (beginning in one year's time) and also repays the face value of $2000 at the end of the third year. If the market interest rate is 6%, what is the present value of this bond? A) $267.30 B) $283.02 C) $1763.22 D) $1854.67 E) $1946.53
E
Consider a bond that promises to make coupon payments of $100 each year for three years (beginning in one year's time) and also repays the face value of $2000 at the end of the third year. If the market interest rate is 4%, what is the present value of this bond? A) $288.45 B) $1866.67 C) $1941.57 D) $1966.39 E) $2055.50
E