Q17) | ||||
Current yield = coupoun amount / market price | ||||
=$75/1020 | ||||
7.35% | ||||
18) | Bond price =C*[1-(1+YTM)^-n / YTM] + [P/(1+YTM)^n] | |||
Where, | ||||
C= Coupon amount | ||||
YTM = Yield To maturity | ||||
n = Number of periods | ||||
P= Par value | ||||
$910=85 * [1 - (1 + YTM)^-15 / YTM] + [1000 / (1 + YTM ) ^15] | ||||
YTM = | 9.66% | |||
19) | ||||
Computation Of Bond Price | ||||
a | Annual Interest Amount | $ 65 | ||
($1000*6.5%) | ||||
b | PV Annuity Factor for (8 Years,6.1%) | 6.18529143 | ||
c | Present Value Of Annual Interest (a*b) | $ 402 | ||
d | Redemption Value | 1000 | ||
e | PV Factor Of (8 Years,6.1%) | 0.62269722 | ||
g | Present Value Of Redemption Amount (d*e) | $ 622.70 | ||
f | Intrinsic Value ( Price ) Of The Bond (c+g) | $ 1,025 | ||
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