Chapter 6 Chapter 6
Chapter 6 Chapter 6
Chapter 6 Chapter 6
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15<br />
EXPECTATION THEORY: As per this theory, the shape of the yield curve depends on<br />
investors expectations. If they expect that in future the interest rates will rise, the<br />
curve will have positive slope; if they expect that in future the interest rates will fall,<br />
the curve will have negative slope. If the expectation is not much change in interest<br />
rates, the shape of the yield curve will be flat.<br />
LIQUIDITY PREFERENCE THEORY: As per this theory, interest is reward for parting<br />
with the liquidity. This theory is based on the assumption that the investors have<br />
preference for liquidity; longer the maturity, more the moving away from the<br />
liquidity.<br />
This theory provides the explanation only for normal yield curve. The theory states<br />
that for the longer maturities, the yields should be higher. Two reasons are advanced<br />
for this (i) longer maturities means more parting with the liquidity and (ii) longer<br />
maturities cause more risk and hence the higher risk premium.<br />
FORWARD RATES<br />
This concept is based on Expectation theory.<br />
Forward rate is the interest rate that we expect, today, to prevail in the market after<br />
certain period.<br />
Forward rate for first year is the rate of interest that expect, in the beginning of the<br />
1 st year, to earn on our investment made in the beginning of the 1 st year till the end<br />
of 1 st year. It is also referred as spot rate for 1 st year.<br />
Forward rate for second year is the interest rate that we expect, today, to prevail in<br />
the market in 2 nd year. In another words, we can say that it is rate of return that we<br />
expect (today) to earn on our investment made in the beginning of 2 nd year till the<br />
end of 2 nd year.<br />
Forward rate for 3 rd year is the interest rate that we expect, today, to prevail in the<br />
market in 3 rd year. In another words, we can say that it is rate of return that we<br />
expect (today) to earn on our investment made in the beginning of 3 rd year till the<br />
end of 3 rd year.<br />
Forward rate for 4 th year is the interest rate that we expect, today, to prevail in the<br />
market in 4 th year. In another words, we can say that it is rate of return that we<br />
expect (today) to earn on our investment made in the beginning of 4 th year till the<br />
end of 4 th year.<br />
And so on…………………..<br />
We can calculate the forward interest rate either with the help of wealth ratio or<br />
using the basic concept of valuation (The basic concept of valuation is that the<br />
market price of any asset is equal to present value of all future cash flows).<br />
Q. No. 23 : The following is the list of prices of zero coupon bonds of various<br />
maturities. Calculate the yields to maturity of each bond.