Respuesta :
Answer:
the yield to maturity is 5.49%
Explanation:
Consider the following calculations
Yield to Maturity = [Interest + (Price - Redeemable Value)/n] / (Price + Redeemable Value)/2 = [32.25 + (1034 - 1000)/8] / (1034 + 1000)/2 = 2.745% semi-annually
Annually = 2.745 x 2 = 5.49%.
Answer:
YTM = 52%
Explanation:
F= face value of bond= 1000
Price of bond = 103.4
t= 4 years = 4 * 2 = 8 periods for semi annual coupon payments.
Coupon rate = 6.45% = 6.45%= .0645
n=number of years to maturity = 4 years
C= coupon payment = 1000 * coupon rate = 1000* 6.45% = 64.6
Formula: YTM = [C + Â (F-P/n)]/(F+P)/2
           =  [64.5  +  (1000-103.4)/4] / [(1000+103.4)/2]
           = 288.6/551.7
        YTM    = 52%
          Â