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An investor believes in the pure expectation hypothesis and observes the following yield curve: Maturity (years)...

An investor believes in the pure expectation hypothesis and observes the following yield curve:

Maturity (years)

Zero Coupon Yield

Forward Rate

1

3.00%

3.000%

2

3.50%

3

4.75%

  1. Compute the forward rates for Year 2 & Year 3 (10 points)
  2. According to this investor, how much should a 2-year 6% annual coupon bond be priced at a year from now? (15 points)
  3. You find the following information about a futures contract on a 2-year bond deliverable one year from now. The underlying deliverable is assumed to have two years to maturity and a 6% annual coupon rate. [Note: quotes are based on a tick size of 1/32nds]

Expiration

Last Quote

Change

One year from today

100’14

-0’16

         Based on this information, will the investor long or short the futures contract today? If she is correct in her assessment of the price of the bond one year from now, how much profit will she generate? (I want to know how much $$ profit per bond) (15 points)

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