Class Notes (811,138)
Rotman Commerce (1,034)
RSM332H1 (206)
Booth (4)
Lecture

# CLass 4

7 Pages
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School
University of Toronto St. George
Department
Rotman Commerce
Course
RSM332H1
Professor
Booth
Semester
Fall

Description
Class 4 Bonds Corporations and governments sometimes need to raise funds for various purposes, in particular, in order to invest in capital projects - because internally generated funds (profits in the case of corporations, and taxes in the case of governments) may be insufficient, in a particular period. Here we discuss the basic features of bonds. A bond (also called debenture) is a legally binding agreement between a borrower (the bond issuer) and a lender (the bondholder). The agreement specifies the principal amount of the loan, the timing and amount of the cash flows, and any other provisions: Other provisions include: call options, which allow the issuer to repurchase the bond at some point in time prior to the maturity date put options, which allow the bond holder to sell the bond back to the issuer at a designated price and time convertibility options, which allow the bond holder to convert the bond into a certain specified number of shares of the company A bond specifies a face amount (F), and a bond interest rate, also called the coupon rate. The bond also specifies a maturity date, or term to maturity, during which the coupons (the bond interest payments) are to be paid, and the redemption amount to be paid on maturity. Bonds typically make coupon payments once per year (Europe) or semi annually (United States, Canada, Japan) P = C[1- (1+r) ]r + F(1+r) = CxPVIFA(n,r) + F(1+r) n This is the formula for the price of a bond with: either annual coupon payments of amount C for n years, where the effective annual rate of interest is given by r semi annual coupon payments of C for n half years (i.e. n2 years), where the (effective) semi annual rate of interest is given by r For example, a bond with face value \$1,000, a 9% coupon rate, and semi annual payments, pays \$45 every 6 months until maturity. 1 www.notesolution.com
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