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A fixed-rate bond was originally priced at $100 and paid $5 per year in interest. Currently, the bond is trading at $102.75. What is the impact on the current yield of coupon of the bond as a result of the change in price?
Correct Answer: C
Thecoupon rateof the bond remains fixed at5%, as it is based on the bond's original par value of $100. Thecurrent yield, however, decreases because the bond's price has increased to $102.75. Current yield is calculated as: Current Yield=Coupon PaymentCurrent Price\text{Current Yield} = \frac{\text{Coupon Payment}}{\text {Current Price}}Current Yield=Current PriceCoupon Payment Given: * Coupon Payment= $5 * Current Price= $102.75 Current Yield=5102.75#4.87%\text{Current Yield} = \frac{5}{102.75} \approx 4.87\%Current Yield=102. 755#4.87% * A. The coupon is higher than 5%: The coupon remains fixed at 5%. * B. The current yield is higher than 5%: The current yield is lower than 5% due to the increased price. * D. The coupon is lower than 5%: The coupon does not change with the bond's price.