Suppose the following information was taken from the 2025 financial statements of pharmaceutical giant Merck & Co. (All dollar amounts are in millions.) Retained earnings, January 1, 2025 $46,600.0 Cost of goods sold 8.900.0 Selling and administrative expenses 8.100.0 Dividends 4,000.0 Sales revenue 35,800.0 Research and development expense 5,500.0 Income tax expense 2,300.0 Revenues Sales Revenue Expenses Cost of Goods Sold Selling and Administrative Expenses Research and Development Expense Income Tax Expense Total Expenses Net Income/(Loss) MERCK AND CO. Income Statement For the Year Ended December 31, 2025 (in millions) -8,900.0 -8,100.0 -5,500.0 i -2,300.0 35,800.0 -24,800.0 11,000.0 After analyzing the data, prepare a retained earnings statement for the year ending December 31, 2025. (List items that increase retained earnings first. Enter amounts in millions rounded to 1 decimal place, e.g. 45.5 million.) MERCK AND CO. Retained Earnings Statement (in millions) $
Suppose the following information was taken from the 2025 financial statements of pharmaceutical giant Merck & Co. (All dollar amounts are in millions.) Retained earnings, January 1, 2025 $46,600.0 Cost of goods sold 8.900.0 Selling and administrative expenses 8.100.0 Dividends 4,000.0 Sales revenue 35,800.0 Research and development expense 5,500.0 Income tax expense 2,300.0 Revenues Sales Revenue Expenses Cost of Goods Sold Selling and Administrative Expenses Research and Development Expense Income Tax Expense Total Expenses Net Income/(Loss) MERCK AND CO. Income Statement For the Year Ended December 31, 2025 (in millions) -8,900.0 -8,100.0 -5,500.0 i -2,300.0 35,800.0 -24,800.0 11,000.0 After analyzing the data, prepare a retained earnings statement for the year ending December 31, 2025. (List items that increase retained earnings first. Enter amounts in millions rounded to 1 decimal place, e.g. 45.5 million.) MERCK AND CO. Retained Earnings Statement (in millions) $
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
Problem 1Q
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