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Intermediate Financial Management (with Thomson One)

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See IFM9 Ch04 Tool Kit.xls<br />

for details.<br />

132 • Part 1 Fundamental Concepts<br />

Figure 4-3<br />

Bond Value<br />

($)<br />

2,000<br />

1,500<br />

1,000<br />

500<br />

0<br />

Value of Long- and Short-Term 10% Annual Coupon Bonds<br />

at Different Market Interest Rates<br />

1-Year Bond<br />

14-Year Bond<br />

5 10 15 20 25<br />

Interest Rate, rd (%)<br />

VALUE OF<br />

Current Market<br />

Interest Rate, rd 1-Year Bond 14-Year Bond<br />

5% $1,047.62 $1,494.93<br />

10 1,000.00 1,000.00<br />

15 956.52 713.78<br />

20 916.67 538.94<br />

25 880.00 426.39<br />

Note: Bond values were calculated using a financial calculator assuming<br />

annual, or once-a-year, compounding.<br />

risk, long-term bonds must have a higher expected rate of return than short-term<br />

bonds. This additional return is the maturity risk premium (MRP). Therefore, one<br />

might expect to see higher yields on long-term than on short-term bonds. Does this<br />

actually happen? Generally, the answer is yes. Recall that the yield curve usually is<br />

upward sloping, which is consistent <strong>with</strong> the idea that longer maturity bonds must<br />

have higher expected rates of return to compensate for their higher risk. Indeed, the<br />

interest rate on a bond depends on the underlying level of interest rates in the economy,<br />

r*, and several types of risk. These sources of risk are expected inflation<br />

(IP), default risk (DRP), liquidity (LP), and maturity (MRP): r d r* IP DRP<br />

LP MRP.

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