Question

Martinez Co. is building a new hockey arena at a cost of $2,510,000. It received a downpayment of $490,000 from local busines
Prepare a bond amortization schedule up to and including January 1, 2023, using the effective interest method. (Round answers
Assume that on July 1, 2022, Martinez Coredeems half of the bonds at a cost of $1,079,300 plus accrued interest. Prepare the
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Answer #1

Requirement 1:

Date Account title and Explanation Debit Credit
Jan 1,2019 Cash $2,149,636
Bonds payable $2,020,000
Premium on bonds payable $129,636
[To record issuance of bonds payable]

Calculations:

Interest payment = $2,020,000 x 10% = $202,000

Present value of interest payments $1,296,367
[$202,000 x 6.41766 present value annuity factor (9%, 10 years)]
Present value of face value $853,268
[$2,020,000 x 0.42241 present value factor (9%, 10 years)]
Bond issue price $2,149,636

Requirement 2:

Date Cash
Paid
Interest
Expense
Premium
Amortization
Carrying Amount
of Bonds
1/1/19 $2,149,636
1/1/20 $202,000 $193,467 $8,533 $2,141,103
1/1/21 $202,000 $192,699 $9,301 $2,131,803
1/1/22 $202,000 $191,862 $10,138 $2,121,665
1/1/23 $202,000 $190,950 $11,050 $2,110,615

Interest expense = Preceding carrying amount of bonds x 9%

Premium amortization = Cash paid - Interest expense

Carrying amount of bonds = Preceding carrying amount of bonds - Premium amortized

Requirement 3:

Date Account title and Explanation Debit Credit
July 1,2022 Interest expense [$191,862 x 6/12] x 1/2 $47,965.56
Premium on bonds payable $2,534
Cash [202,000 x 6/12] x 1/2 $50,500
[To record interest]
July 1,2022 Bonds payable $1,010,000
Premium on bonds payable (unamortized) $53,367
Loss on redemption of bonds $15,933
Cash $1,079,300
[To record reacquisition]

*Unamortized premium:

Unamortized premium on Redeemed bonds
Total premium on bonds payable [129,636 x 1/2] $64,818
Premium amortized [(8,533+9,301) x 1/2 + 2,534] ($11,451)
Premium unamortized $53,367
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