Question

Section 2 Assume, instead, that on January 1, 2012, Harrison Company issued $800,000 of 10-year, 7%...

Section 2

Assume, instead, that on January 1, 2012, Harrison Company issued $800,000 of 10-year, 7% face value bonds. The market rate of other similar bonds was 8%. The bonds pay interest semi-annually every January 1 and July 1.

Required: 1. Determine the selling price of the bond using the Time Value of Money tables. You MUST show all work, including writing out the amounts (principal and interest amounts) as well as the two PV factors used to determine the selling price of the bond.

2. Prepare a bond amortization table to show the interest paid, interest expense, amortization of the premium or discount and carrying value of the bond from the issue date until the maturity of the bond. (If you use Word, please show your calculations for each of these amounts for the first five periods. If you use Excel, your Excel cells should show your formulas for each amount.)

3. Assume that, on July 1 2019, Harrison Company retired the bonds at 98. Determine the price paid to retire the bond. What was the gain or loss on the retirement of the bonds?

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Answer #1
ans 1
n 20
i 4.00%
Amt Factor table Factor Amt
Interest payments 28000 PV of annuity $1 13.59033 380529
Principal $800,000 PV of $1 0.45639 365112
Price of the bonds 745641
rounded two zero decimal
Interest payments
800000*3.5% 28000
ans 2
Amortization schedule
Year Interest payments I $800000*3.5% Interest expenses E C*4% Amortized premium I-E Carrying value C-last period carrying value
Jan 1 2012 745641
July 1 2012 28000 29826 1826 747467
Jan 1 2013 28000 29899 1899 749366
July 1 2013 28000 29975 1975 751340
Jan 1 2014 28000 30054 2054 753394
July 1 2014 28000 30136 2136 755530
Jan 1 2015 28000 30221 2221 757751
July 1 2015 28000 30310 2310 760061
Jan 1 2016 28000 30402 2402 762463
July 1 2016 28000 30499 2499 764962
Jan 1 2017 28000 30598 2598 767560
July 1 2017 28000 30702 2702 770263
Jan 1 2018 28000 30811 2811 773073
July 1 2018 28000 30923 2923 775996
Jan 1 2019 28000 31040 3040 779036
July 1 2019 28000 31161 3161 782197
Jan 1 2020 28000 31288 3288 785485
July 1 2020 28000 31419 3419 788905
Jan 1 2021 28000 31556 3556 792461
July 1 2021 28000 31698 3698 796159
Jan 1 2022 28000 31846 3840 800000
ans 3
Jul-19 Price paid to retire bond=800000/100*98 784000
Loss on retirement of bonds $1,802
working
Journal entry Dr CR
Bonds payable $800,000
Loss on retirement of bonds $1,802
Unamortized discount (800000-782197 the carrying value of bonds on July 1 2019) 17802
Cash 784000
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