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Mamont248 [21]
2 years ago
9

You observe the following term structure: Effective Annual YTM 1-year zero-coupon bond 5.2 % 2-year zero-coupon bond 5.3 3-year

zero-coupon bond 5.4 4-year zero-coupon bond 5.5 a. If you believe that the term structure next year will be the same as today’s, calculate the return on (i) the 1-year zero and (ii) the 4-year zero.
Business
1 answer:
Lisa [10]2 years ago
8 0

Answer:

Explanation:

a. If you believe that the term structure next year will be the same as today’s, calculate the return on (i) the 1-year zero and (ii) the 4-year zero.

b. Which bond provides a greater expected 1-year return? O 1-year zero-coupon bond O 4-year zero-coupon bond

The return on one year bond is = 5.2%

The price of 4 year bond today

=\frac{ 1000}{ (1.055)^4}

Price of 4 year bond today = 807.22

If yield curves is unchanged, the bond will have 3-year maturity and price will be

=\frac{  1000}{(1.054)^3}

If yield curves is unchanged, the bond will have 3-year maturity and price will be = 854.04

Return

=\frac{ (854.04 - 807.22)}{807.22}

Return = 5.8%

The longer term bond has given the higher return in this case at it's YTM fell during the holding period(4 -year)

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Answer:

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Mathematically, that can be written as;

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P = V(1 + i)^n

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V is the future value of the money which was calculated from above as $34,335

i is the inflation rate which is 1.8% per annum = (1.8/100 = 0.018)

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P = 34,335/(1 + 0.018)^25

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According to the principle of comparative advantage, Group of answer choices countries should specialize in the production of go
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