Dizzy Corp. bonds bearing a coupon rate of 11%, pay coupons annually, have 2 years remaining to maturity, and the yield to maturity is 5%. The current yield is ________%.
Let the Face Value of the Bond be $100. | ||||||
Given, | ||||||
Coupon Rate = 11% | ||||||
Yield to maturity = YTM = 5% = 0.05 | ||||||
Years remaining to maturity = 2 | ||||||
So, | ||||||
Coupon = Face Value of Bond * Coupon Rate | ||||||
= $100 * 11% | ||||||
= $11 | ||||||
Current Market Price of the Bond | ||||||
= Coupon / (1+YTM)^1 + (Coupon+Face Value) / (1+YTM)^2 | ||||||
= 11 / (1+0.05)¹ + (11+100) / (1+0.05)² | ||||||
=10.48 + 100.68 | ||||||
=$111.16 | ||||||
Current Yield = Annual Coupon / Current Market Price of Bond*100 | ||||||
= 11 / 111.16*100 | ||||||
=9.90% | ||||||
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