Finding a bond yield-to-maturity is the same as finding it

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1. Finding a bond's yield-to-maturity is the same as finding its

   (a) NPV. (b) Return on Assets.   (c) IRR.   (d) Profitability Index.  (e) Payback Period.

2. The most common measure of return on a callable bond would be its

(a) current yield.     (b) return on average investment.   (c) yield-to-maturity. (d) coupon yield.      (e) yield-to-call.

3 A one year Treasure bill has a yield of 5%. A bond will pay $40 at the end of year one and $1,040 at the end of year 2. If its market value is $946.50, the two-year spot rate is:

(a) 9%.    (b) 5%.    (c) 7%.    (d) 6%.    (e) 8%.

4. A one-year Treasury bill has a yield of 6%. A bond will pay $70 at the end of year 1 and $1,070 at the end of year 2. If its market value is $1,036.50, the two-year spot rate is:

(a) 6%.    (b) 9%.    (c) 7%.    (d) 5%.    (e) 8%.

5. If there is a one-year spot rate of 6% and two-year spot rate of 8%, the forward rate from year 1 to 2 is:

(a) 9.06%.   (b) 9.72%.    (c) 8.12%.    (d) 7.06%.    (e) 10.04%.

6. The spot rate for year 1 is 7.5% and the forward rate for year one to two is 8%. The two-year discount factor is:

(a) 0.845.    (b) 0.861.    (c) 0.852.    (d) 0.888.    (e) 0.874.

8. The yield-to-maturity for corporate bonds is typically done by assuming that compounding is:

(a) semi-annual.          (b) monthly.    (c) annually.    (d) quarterly.    (e) continuous.

9. An investor feels that the future spot rate for year 2 will be 7%. Presently, he can invest for one year at 6% or two years at 7%. His liquidity premium for year two is

(a) 0.51%.    (b) 2.01%.    (c) 1.0%.    (d) 0%.    (e) 0.01%.

10. A bond will pay $75 in interest at the end of each of the next four years plus the $1,000 principal at the end of four years. If the yield-to-maturity should be 6%, the bond's intrinsic value is:

 (a) $1,052.    (b) $1,123.    (c) $848.    (d) $1,014.    (e) $987.

11. A bond will pay $50 in interest at the end of each of the next four years, plus the principal of $1,000 at the end of the fourth year. If the required yield-to-maturity is 6% and the present price is $980, the bond's NPV is:

(a) - $41.    (b) + $41.    (c) - $15.    (d) - $33.    (e) + $15.

12. A bond will pay $80 in interest at the end of each of the next six years, plus the $1,000 principal at the end of the sixth year. If the required yield-to-maturity is 10%, the intrinsic value is:

(a) $874.    (b) $913.   (c) $952.    (d) $988.    (e) $1,012.

13. Bond A has a yield-to-maturity of 8%; Bond B at 6.5%. The yield spread in basis points is:

(a) 1500.    (b) 15.    (c) 0.15.    (d) 150.    (e) 1.5.

14. A bond will pay $40 of interest at the end of each of the next five years, plus the principal of $1,000 at the end of year five. If the required yield-to-maturity is 5% and the present market price is $935, the NPV is:

(a) - $22.    (b) - $41.    (c) + $8.    (d) + $22.    (e) - $41.

Reference no: EM131886469

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