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The correct answer is B


Using the current five-year spot rate and the current four-year spot rate, we can derive the one-year forward rate starting four years from today. The formula is: (1.061)5/(1.059)4 = (1+R)1 – 1 = 0.069, or 6.9 percent.

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7、Use this table for the following questions.

Maturity (Years)

STRIPS Price

Spot Rate

Forward Rate

0.5

98.7654

2.50%

2.50%

1.0

97.0662

3.00%

3.50%

1.5

95.2652

3.26%

3.78%

2.0

93.2775

????%

????%

The 6-month forward rate in 1.5 years (ending in year 2.0) is closest to:

A) 4.26%.


B) 4.57%.


C) 4.11%.


D) 4.04%.

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The correct answer is A

 

First, calculate the spot rate in year 2.

2 * [(100/93.2775)^(1/4) - 1] = 3.51%

Next, calculate the forward rate in year 2.


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The value of a 1.5-year, 6 percent semiannual coupon, $100 par value bond is closest to:

A) $102.19.


B) $103.42.


C) $104.00.


D) $105.66.

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The correct answer is C



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8、The Treasury spot rate yield curve is closest to which of the following curves?


A) Zero-coupon bond yield curve.


B) Par bond yield curve.


C) Reinvestment rate yield curve.


D) Forward yield curve rate.

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The correct answer is A

 

The spot rate yield curve shows the appropriate rates for discounting single cash flows occuring at different times in the future. Conceptually, these rates are equivalent to yields on zero-coupon bonds. The par bond yield curve shows the YTMs on coupon bonds by maturity. Forward rates are expected future short-term rates. Reinvestment rates are not part of the spot rate yield curve.

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9、

Maturity (Years)

STRIP Price

Spot Rate

Forward Rate

0.5

98.7654

2.50%

2.50%

1.0

97.0662

3.00%

3.50%

1.5

95.2652

3.26%

3.78%

2.0

93.2775

?.??%

?.??%

The 2-year spot rate is closest to:

A) 3.42%.


B) 3.87%.


C) 4.02%.


D) 3.51%.

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The correct answer is D

 

N = 4; PV = ?93.2775; PMT = 0; FV = 100; CPT → I/Y = 1.755%;

z(0.5) = 1.755% × 2 = 3.51%.

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