Answer :
Answer:
The Yield to Call (YTC)=9.97%
Explanation:
YTC=(C+(CP-P)/t)/((CP+P)/2)
Where
C=$135
CP=$1,050
P=$1,280
t=time in years remaining until the called date
YTC=(135+(1,050-1,280)/7)/((1,050+135)/2)
YTC=$102.14/$1025
YTC=9.97%
Answer
YTC=8.76%
Explanation:
Current price is $1280
Sales per value is $1000
Annual coupon $135
It will have maturity after 7 years
It recalled it will be $1050 during its
7years.
Check attachment for formulas of YTC
YTC=( (coupon price + (call price - market price)/n))/(call price + market price)/2
Given that
Coupon price =$135
Call price =$1050
Market price is the present price =$1280
N=7years, maturity period
Then,
YTC=( (coupon price + (call price - market price)/n))/(call price + market price)/2
YTC=( (135 + (1050 - 1280)/7))/(1050+ 1280)/2
YTC=( 135-32.86)/1165
YTC=102.14/1166
YTC=0.0876
YTC=8.76%
