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When Patey Pontoons issued 10% bonds on January 1, 2021, with a face amount of $880,000, the market yield for bonds of simila
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Answer #1

Solution 1:

Chart Values are based on:
n= (4 Years*2) 8 Half years
i= (11%/2) 5.50% Semi annual
Cash Flow Table Value * Amount = Present Value
Principal 0.65160 * $880,000 = $573,408
Interest (Annuity) [$880,000*10%*6/12] 6.33457 * $44,000 = $278,721
Price of Bonds $852,129

Solution 2:

Patey Pontoons
Journal Entries
Date Particulars Debit Credit
01-Jan-21 Cash A/c Dr $852,129
Discount on Bond Payable $27,871
      To bonds payable $880,000
(Being bond issued at Discount)

Solution 3:

Bond Amortization Schedule
Date Cash interest Interest Expense Discount amortization Unamortized discount Carrying value
01-Jan-21 $27,871 $852,129
30-Jun-21 $44,000 $46,867 $2,867 $25,004 $854,996
31-Dec-21 $44,000 $47,025 $3,025 $21,979 $858,021
30-Jun-22 $44,000 $47,191 $3,191 $18,788 $861,212
31-Dec-22 $44,000 $47,367 $3,367 $15,421 $864,579
30-Jun-23 $44,000 $47,552 $3,552 $11,869 $868,131
31-Dec-23 $44,000 $47,747 $3,747 $8,122 $871,878
30-Jun-24 $44,000 $47,953 $3,953 $4,169 $875,831
31-Dec-24 $44,000 $48,169 $4,169 $0 $880,000

Solution 4:

Journal Entries
Date Particulars Debit Credit
30-Jun-21 Interest Expense Dr $46,867
      To Discount on bond payable $2,867
      To Cash $44,000
(To record Interest on June 30, 2021)
Solution 5:
Bonds reported on December 31, 2021 = 858021
Solution 6:
Interest expense to be reported in Income statement = 93892
Solution 7:
Journal Entries
Date Particulars Debit Credit
31-Dec-24 Interest Expense Dr $48,169
      To Discount on bond payable $4,169
      To Cash $44,000
31-Dec-24 Bond Payable Dr $880,000
      To Cash $880,000
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