A firm had issued a bond 3 years ago with semiannual payments for 8 years. The coupon rate was 10%. These bonds are treated at a price of $1,201 now. What is the Effective cost of debt for this firm before taxes?
The way I calculated this problem was:
N = (8-3) x 2 payments left
PMT= 0.10 x 1000/2 = 50
FV = 1000
PV = -1201
CPT I/Y= 2.68 x 2 = 5.36
EAR = (1+2.68)2-1 = <---- now once I get to this part the answer is supposed to be "5.4318% or 5.43% " (which is one of the selections in the answer key) but when I calculate this portion I either come out with 5.36 or when I calculate this problem as (1+2.68)^2 - 1 = by powering it to by 2 ....I get 12.5424
so my question is, is 12.5424 taken as 5.43% (rounded sort of ) as shown in the answer key or am I completely off base with this problem? Please help!
The way I calculated this problem was:
N = (8-3) x 2 payments left
PMT= 0.10 x 1000/2 = 50
FV = 1000
PV = -1201
CPT I/Y= 2.68 x 2 = 5.36
EAR = (1+2.68)2-1 = <---- now once I get to this part the answer is supposed to be "5.4318% or 5.43% " (which is one of the selections in the answer key) but when I calculate this portion I either come out with 5.36 or when I calculate this problem as (1+2.68)^2 - 1 = by powering it to by 2 ....I get 12.5424
so my question is, is 12.5424 taken as 5.43% (rounded sort of ) as shown in the answer key or am I completely off base with this problem? Please help!