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Chapter 9 Interest Rate Risk II.docx

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Department
Finance
Course
FIN 701
Professor
Patricia Mc Graw
Semester
Fall

Description
FIN701 Financial Institutions Management CHAPTER 9 Interest Rate Risk II INTRODUCTION  Book value accounting – assets and liabilities of FI recorded at historic values  Market value accounting – assets and liabilities of FI revalued according to current level of interest rates  Marking to market – valuing securities at current market price DURATION: A SIMPLE INTRODUCTION  Duration is a more complete measure of asset’s or liability’s interest rate sensitivity than maturity because it takes into account time of arrival (or payment) of all cash flows and maturity  Duration – weighted-average time to maturity on an investment o On time value of money basis, measure period of time required to recover initial investment on the loan  After that time, the FI earns a profit, or return, on the loan  When cash flows are limited to one payment at the end of the period with no intervening cash flows, duration equals maturity A GENERAL FORMULA FOR DURATION  Calculate duration (or Macaulay’s duration) for any fixed-income security that pays interest annually ( )  Assumes that yield curve or term structure of interest rates is flat and that when rates change, yield curve shifts in parallel fashion and assumes no default risk The Duration of a Zero-Coupon Bond  Bonds sell at a discount from face value on issue, pay face value on maturity, and have no intervening cash flows between issue and maturity  Because there are no intervening cash flows, duration of zero-coupon bond equals its maturity ( ) The Duration of a Consol Bond (Perpetuities)  Consol bond – bond that pays fixed coupon each year forever o Feature of this bond is that it never matures  While maturity is infinite, duration is finite to recover initial investment FEATURES OF DURATION  Features of duration o Duration increases with maturity of fixed-income asset or liability, but at decreasing rate o Duration decreases as yield on a security increases  Higher yields discount later cash flows more heavily and relative importance, or weights, of those later cash flows decline when compared with earlier cash flows on asset or liability o Duration decreases as coupon or interest payment increases  Larger coupons or promised interest payments means cash flows are received more quickly and the higher are the present value weights of those cash flows in duration calculation THE ECONOMIC MEANING OF DURATION  Duration is a direct measure of the interest rate sensitivity, or elasticity, of an asset or liability o The larger the numerical value of C, the more sensitive the price is to changes or shocks in interest rates  Taking the derivative of the bond’s price (P) with respect to yield to matur
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