Question

On January 1, 2016, Parker Company issued bonds with a face value of $62,000, a stated rate of interest of 11 percent, and a five-year term to maturity. Interest is payable in cash on December 31 of each year. The effective rate of interest was 13 percent at the time the bonds were issued. The bonds sold for $57,639. Parker used the effective interest rate method to amortize the bond discount. (Round your intermediate calculations and final answers to the nearest whole dollar amount.)

Required
a. Prepare an amortization table Discount Cash Payment Expense Amortization Carrying Value Interest Date January 1, 2016 December 31, 2016 December 31, 2017 December 31, 2018 December 31, 2019 December 31, 2020 Totals 57,639 6,820 7,493 673 58,312
b. What is the carrying value that would appear on the 2019 balance sheet? Carrying value
c. What is the interest expense that would appear on the 2019 income statement? Interest expense
d. What is the amount of cash outflow for interest that would appear in the operating activities section of the 2019 statement of cash flows?

Answer 1

Parker Company

a. Amortization Table

Date Interest Discount

Cash Payment Expense Amortization Carrying Value

January 1, 2016 $57,639

December 31, 2016 $6,820 $7,493 $673 58,312

December 31, 2017 6,820 7,581 761 59,073

December 31, 2018 6,820 7,679 859 59,932

December 31, 2019 6,820 7,791 971 60,903

December 31, 2020 6,820 7,917 1,097 62,000

b. The carrying value that would appear on the 2019 balance sheet is:

= $60,903.

c. The interest expense that would appear on the 2019 income statement is:

= $7,791.

d. The amount of cash outflow for interest that would appear in the operating activities section of the 2019 statement of cash flows is:

= $6,820.

Step-by-step explanation:

a) Data and Calculations:

Face value of bonds = $62,000

Proceeds from the issue = 57,639

Bonds discount = $4,361

Stated rate of interest = 11% paid annually on December 31

Effective rate of interest = 13%

December 31, 2016:

Interest expense = $7,493 ($57,639 * 13%)

Interest payable = $6,820 ($62,000 * 11%)

Discount amortization $673 ($7,493 - $6,820)

Bond value = $58,312 ($57,639 + $672)

December 31, 2017:

Interest expense = $7,581 ($58,312 * 13%)

Interest payable $6,820 ($62,000 * 11%)

Discount amortization $761 ($7,581 - $6,820)

Bond value = $59,073 ($58,312 + $761)

December 31, 2018:

Interest expense = $7,679 ($59,073 * 13%)

Interest payable $6,820 ($62,000 * 11%)

Discount amortization $859 ($7,679 - $6,820)

Bond value = $59,932 ($59,073 + $859)

December 31, 2019:

Interest expense = $7,791 ($59,932 * 13%)

Interest payable $6,820 ($62,000 * 11%)

Discount amortization $971 ($7,791 - $6,820)

Bond value = $60,903 ($59,932 + $971)

December 31, 2020:

Interest expense = $7,917 ($60,903 * 13%)

Interest payable $6,820 ($62,000 * 11%)

Discount amortization $1,097 ($7,917 - $6,820)

Bond value = $62,000 ($60,903 + $1,097)