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Amortization of Premium Ortega Company issued five-year, 5% bonds with a face va

ID: 2573801 • Letter: A

Question

Amortization of Premium Ortega Company issued five-year, 5% bonds with a face value of $50,000 on January 1, 2017. Interest is paid annually on December 31. The market rate of interest of January 1, 2017, is 4% and the proceeds from the bond issuance equal $52,227. Required:

1. Prepare a five-year table to amortize the premium using the effective interest method. Enter all amounts as positive numbers. Round all amounts to the nearest whole dollar. *Note: Due to rounding you will have to adjust the interest expense for 12/31/21 so the carrying value equals $50,000.

2. What is the total interest expense over the life of the bonds? cash interest payment? premium amortization?

3. Identify and analyze the effect of the payment of interest on December 31, 2019 (the third year).

Prepare the balance sheet presentation of the bonds on December 31, 2019 (the third year)

Explanation / Answer

1-

date

cash paid = 50000*5%

interest expense = carrying value*4%

premium amortized = cash paid - interest expense

carrying value of premium on bonds payable = carrying value-premium amortized

bonds payable

carrying value of bonds = bonds payable+carrying value of bonds amortized

Jan 1 2017

2227

50000

52227

Dec 31 2017

2500

2089.08

410.92

1816.08

50000

51816.08

dec 31 2018

2500

2072.643

427.3568

1388.723

50000

51388.72

dec 31 2019

2500

2055.549

444.4511

944.2721

50000

50944.27

dec 31 2020

2500

2037.771

462.2291

482.043

50000

50482.04

Dec 31 2021

2500

2017.957

482.043

0

50000

50000

2-

Amount of total interest expense

10273

Amount of cash paid

12500

amount of premium amortized

2227

3-

Balance sheet

liabilities and shareholders equity

bond payable

50000

premium on bonds payable

944.2721

50944.27

1-

date

cash paid = 50000*5%

interest expense = carrying value*4%

premium amortized = cash paid - interest expense

carrying value of premium on bonds payable = carrying value-premium amortized

bonds payable

carrying value of bonds = bonds payable+carrying value of bonds amortized

Jan 1 2017

2227

50000

52227

Dec 31 2017

2500

2089.08

410.92

1816.08

50000

51816.08

dec 31 2018

2500

2072.643

427.3568

1388.723

50000

51388.72

dec 31 2019

2500

2055.549

444.4511

944.2721

50000

50944.27

dec 31 2020

2500

2037.771

462.2291

482.043

50000

50482.04

Dec 31 2021

2500

2017.957

482.043

0

50000

50000

2-

Amount of total interest expense

10273

Amount of cash paid

12500

amount of premium amortized

2227

3-

Balance sheet

liabilities and shareholders equity

bond payable

50000

premium on bonds payable

944.2721

50944.27

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