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A company issues term bonds totaling $300,000 on January 1, 2014. The bonds have a coupon rate of 5%, pay interest semi-annually on January 1st and July 1st of each year, and mature in 10 years.

Calculate the bond issue price assuming that the prevailing annual market rate of interest is: 5%, 4%

As applicable, prepare a bond discount or bond premium amortization schedule based on the effective-interest method.

As applicable, record the applicable journal entries in 2014 (1/1/2014, 7/1/14, 12/31/14).

1) 5% Annual market rate of interest (at par) Since the coupon rate equals the prevailing market rate (both 5%), there is no bond discount or premium. And since there is no bond discount or premium, there is no need for an amortization table.

N= I/Y= PV= PMT= FV= The bond issue price equals:

Semi-annual interest is equal to:

Applicable journal entries (first year, 1/1/2014, 7/1/14, 12/31/14):

2) 4% Annual market rate of interest (Bond premium) In this scenario, the coupon rate of 5% is greater than the prevailing market rate of 4%. Therefore, this bond will be issued at premium.

N= I/Y= PV= PMT= FV= The bond issue price equals:

Amortization Schedule:

3) 6% Annual Market rate of interest (bond discount) In this scenario, the coupon rate of 5% is less than the prevailing market rate of 6%. Therefore, this bond will be issued at a discount.

N= I/Y= PV= PMT= FV= The bond issue price equals:

Amortization Schedule:

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