What does a break-even analysis determine?

What does a break-even analysis determine?

• A. The sales level where total revenue equals total costs.
• B. The point of maximum profit.
• C. The minimum viable product price.
• D. The tax implication of profits.

Answer: (A)

Break-even analysis identifies the sales level at which total revenue just covers total costs, so the business is not making a profit or a loss. It tracks the point where fixed costs plus variable costs equal the money coming in from sales. This is useful for planning pricing, cost structure, and sales targets. You can compute it by looking at units or dollars. For units, divide fixed costs by the contribution margin per unit (price minus variable cost per unit). For sales dollars, divide fixed costs by the contribution margin ratio (contribution per dollar of sales). For example, with fixed costs of 10,000, a price of 20, a variable cost of 12, the contribution margin per unit is 8, so break-even in units is 10,000 / 8 = 1,250 units. That yields 1,250 × 20 = 25,000 in revenue, which covers all costs. Beyond break-even, profits start to accumulate; below it, the business incurs losses. This concept isn’t about maximizing profit, pricing viability, or tax effects, which involve different analyses.

Break-even analysis identifies the sales level at which total revenue just covers total costs, so the business is not making a profit or a loss. It tracks the point where fixed costs plus variable costs equal the money coming in from sales. This is useful for planning pricing, cost structure, and sales targets.

You can compute it by looking at units or dollars. For units, divide fixed costs by the contribution margin per unit (price minus variable cost per unit). For sales dollars, divide fixed costs by the contribution margin ratio (contribution per dollar of sales). For example, with fixed costs of 10,000, a price of 20, a variable cost of 12, the contribution margin per unit is 8, so break-even in units is 10,000 / 8 = 1,250 units. That yields 1,250 × 20 = 25,000 in revenue, which covers all costs.

Beyond break-even, profits start to accumulate; below it, the business incurs losses. This concept isn’t about maximizing profit, pricing viability, or tax effects, which involve different analyses.