A bond that matures in six years has a par value of $1,000, an annual coupon payment of $80, and a market interest rate of 9%. What is its price?

Last year a firm issued 30-year, 8% annual coupon bonds at a par value of $1,000. (1) Suppose that one year later the going rate drops to 6%. What is the new price of the bonds, assuming that they now have 29 years to maturity?

What is the present value of a perpetuity that pays 1,000 per year, beginning one year from now, if the appropriate interest rate is 5%?

What would the value be if the perpetuity began its payments immediately?

Abond that matures in six years has a par value of $1,000, an annual coupon payment of $80, and a market interest rate of 9%. What is its price? Years to Maturity 6 Annual Payment $80 Parvalue $1,000 Going rate, r 9% Value of bond= Last year a firm issued 30-year, 8% annual coupon bonds at a par value of $1,000. (1) Suppose that one year later the going rate drops to 6%. Whatis the new price of the Years to Maturity 29 Coupon rate Annual Payment 8% $80 Parvalue $1,000 Going rate, ra 6% Value of bond What is the present value of a perpetuity that pays 1,000 per year, beginning from now, if the appropriate interest rate is 5%? one year PMT 1,000 5% I PV= What would the value be if the perpetuity began its payments immediately? The perpetuity formula values payments 1 through infinity. Ifa payment is to be received immediately, it must be added to the formula result. PMT 1,000 5% I PV=