Question

Coronado Co sells $ 433,000 of 12% bonds on June 1, 2017. The bonds pay interest on December 1 and June 1. The due date of the bonds is June 1,2021. The bonds yield 8%. On October 1 2018, Coronado buys back $ 129,900 worth of bonds for $135,900 (includes accrued interest). Prepare a bond amortization schedule using the effective-interest method for discount and premium amortization. Amortize premium or discount on interest dates and at year-end. (Round answers to O decimal places, e.g. 38,548.) Schedule of Bond Discount Amortization Effective-Interest Method Bonds Sold to Yield Cash Paid Carrying Amount of Bonds Interest Discount Amortized Date Expense 12/1/18 12/1/19 6/1/20 12/1/20 6/1/21 Difference due to rounding Prepare all of the relevant journal entries from the time of sale until the date indicated. Give entries through December 1, 2019. (Assume that no reversing entries were made.) (Round present value factor calculations to 5 decimal places, e.g. 1.25124 and the final answer to 0 decimal places e.g. 58,971. If no entry is required, select No Entry for the account titles and enter O for the amounts. Credit account titles are automatically indented when amount is entered. Do not indent manually.)Preperea.cf there ever t malt tries fremtheti o of ssieuntil the dite d ated Give entries thro h ece er 1,2019. Assume that no eve s ng entries w re mace Round present value octer calculations to 5 decimal places, e速1.25 124 and the na, a s er eo 0 de cimal places cf. 58,971. select No Entry for the dccount titles and enter 0 for the aoounts Credit account titles are automatically indented when omount is entered. Do not indent manuelly no c try is required. Date Account Titlies and Explanation To record interest expense and premium amorttration (To record buy back of bonds|

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Answer #1

MATURITY VALUE OF BONDS PAYABLE = $433,000

PRESENT VALUE OF $433,000 DUE IN 8 PERIODS AT 4% = $316,389

PRESENT VALUE OF $24,000 SEMIANNUAL INTEREST = $174,917

PROCEEDS FROM SALE OF BONDS(491,306)

PREMIUM ON BONDS PAYABLE = $ 58,306

Schedule of Bond Premium Amortization effective-Interest Method 12% Bond sold to Yield 8% Date Cash Paid Interst Expense Premium Amortized Carrying amount of bonds 06-01-2017 12-01-2017 25980 06-01-2018 25980 12-01-2018 2598019135.89478 06-01-2019 2598018862.13058 12-01-2019 25980 06-01-2020 2598018281.31243 12-01-2020 2598017973.36493 06-01-2021 2598017653.09952 491306.00 484978.24 478397.37 471553.26 464435.39 457032.81 449334.12 441327.49 433000.00 19652.24 19399.1296 6327.76 6580.87 6844.11 7117.87 7402.58 7698.69 8006.64 8326.90 18577.4158

2.

Date Account Title and Explanation Debit Credit June 1, 17 Cash Baonds payable Premium on bonds payable 491306 433000 58306 19652 6328 Dec 1, 2017 Interest expense Premium on bonds payable Cash (433000 * 12% * 6/12) 25980 Dec 31, 2017 Interest expense 3233 1097 Premium on bonds payable Interest payable 4330 June 1, 2018 Interest expense Interest payable Premium on bonds payable Cash 16166 4330 5484 25980 Oct 1, 2018 Interest expense Premium on bonds payable Cash 3827 1369 5196 Oct 1, 2018 Bonds payable Premium on bonds payable Gain on redemption of bonds Cash 129900 12596.3 11792.3 130704

Reacquisition price 135900 (129900*0.12*4/12) Net carrying amount of bonds redeemed Par value Unamortized premium [0.30* (58306-6328-1097-4330)-1369] Gain on redemption 130704 129900 12596.3 142496.3 11792.3 13395 4791 Dec 1, 2018 Interest expense Premium on bonds payable Cash 18186 2201 830 Dec 31, 2018 Interest expense Premium on bonds payable Interest payable 3031 June 1, 2019 Interest expense Interest payable Premium on bonds payable Cash 11003 3031 4152 18186 Dec 1, 2019 Interest expense Premium on bonds payable Cash 13004 5182 18186

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