Common-size financial statements are powerful analytical tools that transform absolute dollar amounts into relative percentages, enabling meaningful comparisons. Let us develop this understanding from foundational concepts. Statement (1) is correct because a vertical common-size income statement expresses each line item as a percentage of a common base, which for income statements is typically total revenue (also called net revenue or sales). The formula for each line item is: (Line Item Amount / Total Revenue) × 100 percent. For example, if a company has 1,000,000 in revenue, 600,000 in cost of goods sold, 200,000 in operating expenses, and 100,000 in interest expense, the common-size income statement would show COGS as 60 percent (600,000/1,000,000), operating expenses as 20 percent, and interest expense as 10 percent. This transformation allows analysts to see the relative magnitude of each expense category and profit level as a proportion of revenue. By standardizing all items to revenue, we can immediately identify what percentage of each sales dollar is consumed by different costs and what percentage flows through to various profit levels (gross profit, operating profit, net profit). This vertical analysis is distinct from horizontal analysis, which examines changes over time. Statement (2) is correct because common-size analysis solves one of the fundamental challenges in financial analysis: how to compare companies of vastly different sizes. Comparing absolute dollar amounts between a company with 100 million in revenue and one with 10 billion in revenue provides little insight, as the larger company will naturally have larger expenses and profits. However, by converting to percentages of revenue, we create a size-neutral comparison. For instance, if Company A has gross profit of 25 million on 100 million revenue (25 percent gross margin) and Company B has gross profit of 2.5 billion on 10 billion revenue (also 25 percent gross margin), common-size analysis reveals they have identical profitability structures despite the 100-fold size difference. Similarly, we can compare companies across different countries or time periods affected by inflation. This standardization makes common-size statements invaluable for cross-sectional analysis (comparing across companies), time-series analysis (comparing one company over time), and industry benchmarking. Statement (3) is incorrect because it represents an oversimplification that ignores important strategic and economic contexts. Gross profit margin (calculated as gross profit divided by revenue, or equivalently, (Revenue - Cost of Goods Sold) / Revenue) measures the percentage of revenue retained after direct production costs. While a declining gross margin can indicate problems such as rising input costs, pricing pressure, or production inefficiencies, it does not always indicate declining performance. Several legitimate scenarios produce declining gross margins in successful companies: (a) strategic pricing decisions where a company deliberately lowers prices to gain market share, accepting lower margins to drive volume growth and long-term competitive positioning; (b) product mix shifts where a company expands into new customer segments or product categories with lower margins but higher growth potential or strategic value; (c) business model evolution where a company transitions toward volume-based strategies (like Amazon's approach) that sacrifice margin for scale, potentially increasing absolute profits and shareholder value despite lower percentages; (d) temporary factors such as investments in new products or markets that increase costs in the short term but generate returns later. Therefore, declining gross margin must be analyzed in context, considering the company's strategy, competitive dynamics, absolute profit trends, and return on investment. An analyst must look beyond a single metric to assess overall performance. Statement (4) is correct because operating margin, one of the key profitability ratios, is defined as operating income (also called operating profit or earnings before interest and taxes) divided by total revenue. The formula is: Operating Margin = (Operating Income / Total Revenue) × 100 percent. Operating income represents what remains from revenue after deducting cost of goods sold and all operating expenses (such as selling, general, and administrative expenses, research and development, and depreciation) but before deducting interest and taxes. Operating margin therefore measures the profitability of core business operations independent of capital structure (financing decisions affecting interest) and tax jurisdiction. For example, if a company has 10 million in revenue and 1.5 million in operating income, its operating margin is 15 percent, meaning that 15 cents of every revenue dollar flows through to operating profit. This metric is particularly valuable for comparing companies with different capital structures or tax situations, as it isolates operational efficiency and business model profitability. Therefore, statements (1), (2), and (4) are correct. Option B fails because it includes statement (3), which incorrectly suggests that a decreasing gross margin always indicates poor performance, ignoring legitimate strategic and contextual factors that can lead to lower margins in well-performing companies. Option C fails because it excludes statement (1), which correctly defines the fundamental construction of vertical common-size income statements that forms the basis for all common-size analysis, while including the incorrect statement (3).