S Company issued $1,000,000 par value 10-year bonds at 102 on January 1, 20X5, which M Corporation purchased. The coupon rate on the bonds is 9 percent. Interest payments are made semiannually on July 1 and January 1. On Jan 1, 20X8, P Company purchased $500,000 par value of the bonds from M for $492,200. P owns 65 percent of S’s voting shares.
Required:
Book value of liability reported by S's:
Par value of bonds outstanding $500,000
Unamortized premium $10,000 - [($10,000/10 years) × 3.5 years] - $6,500
Book Value of debt - $506,500
Amount paid by Parent (492,200)
Gain on bond retirement - $14,300
Gain on bond retirement Adjustment for excess of interest incomeover interest expense: $14,300
Interest income - $23,100
Interest expense - 22,000 + (1,100)
Increase in consolidated net income - $13,200
Eliminate intercompany bond holdings:
Bonds Payable - 500,000
Premiumon Bonds Payable - 6,000
Interest Income - 23,100
Investment in S's Company Bonds- 492,800
Interest Expense - 22,000
Gain on Bond Retirement $6,000 = ($10,000/10 years) × 6 years
$23,100 = [$45,000 + ($7,800/6.5 years)]/2
$492,800 = $492,200 + [($7,800/6.5 years)/2]$22,000 = ($45,000 - $1,000)/2
= 14,300
20X81 -
Gild
(OperatingIncome - 200,000
Dividends - 400,000)
Leeds
(NetIncome - 1,000,000
Dividends - 300,000)
Interest Payable - 22,500
Interest Receivable - 22,500
Eliminate inter company bondholdings:
Bonds Payable - 500,000
Premium on Bonds Payable - 5,000
Interest Income - 46,200
Investment in S's Company Bonds - 494,000
Interest Expense - 44,000
Investment in S's Company Stock - 8,580
NCI in NA of S's - 4,620
($5,000 = ($10,000/10 years) × 5 years
$46,200 = $45,000 + (7,800/6.5 years)
$494,000 = $492,800 + ($7,800/6.5 years)
$44,000 = $45,00 - ($10,000/10 years)
$8,580 = ($14,300 - $1,100) × 0.65
$4,620 = ($14,300 - $1,100) × 0.35)
Interest Payable - 22,500
Interest Receivable - 22,500
S Company issued $1,000,000 par value 10-year bonds at 102 on January 1, 20X5, which M...
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