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5
5.P Company acquired 90% of S Corporation on January 1, 2011, for $2,250,000. S Inc. had net assets at that time with a fair value of $2,500,000. At the time of the acquisition, P Inc. computed the annual excess fair-value amortization to be $20,000, based on the difference between S Inc. net book value and net fair value. Assume the fair value exceeds the book value, and $20,000 pertains to the whole company. Separate from any earnings from S Inc., P Inc. reported net income in 2011 and 2012 of $550,000 and $585,000, respectively. S Inc reported the following net income and dividend payments: for 2011 net income $150,000 and Dividends 30,000 and for 2012 net income 180,000 and Dividends 28,892 Calculate Investment in Starr shown on Patterson's ledger by the end of December 31, 2012. Using Full Equity Methods, please
.Consolidated net income for 2012
Noncontrolling interest balance on the consolidated statements as of December 31, 2012.
Expert Solution
Calculation of investment in Starr shown on Patterson’s ledger by the end of Dec 31, 2012:
(using full equity method)
Computations –
Investment in Starr on Patterson’s ledger, Dec 31, 2011 –
= cash payment + Share in Starr net income – dividends received – excess fair value amortization
= $2,250,000 + (90% x 150,000) – (90% x 30,000) – (90% x 20,000) = $2,340,000
Investment in Starr on Patterson’s ledger, Dec 31, 2012 –
= $2,340,000 + (90% x 180,000) – (90% x 28,892) – (90% x 20,000) = $2,457,997
Hence, Investment in Starr on Patterson’s ledger on December 31, 2012 = $2,457,997
Consolidated net income:
2011: $550,000 + $150,000 – excess of amortization, $20,000 = $680,000
2012: $585,000+ $180,000 –excess of amortization, $20,000 = $745,000
Noncontrolling interest balance to be shown on consolidated financial statements:
Dec 31, 2011 – Acquisition date fair value ($2,500,000 x 10%) + share in 2011 net income (150,000 x 10%) – dividends (30,000 x 10%) - FV amortization (20,000 x 10%) = $260,000
Dec 31, 2012 - $260,000 + share in 2012 net income (180,000 x 10%) – dividends (28,892 x 10%) – FV amortization (20,000 x 10%) = $273,111
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