Updated on: Jun 14th, 2024
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2 min read
A break-even analysis is a financial tool which helps a company to determine the stage at which the company, or a new service or a product, will be profitable. In other words, it is a financial calculation for determining the number of products or services a company should sell or provide to cover its costs (particularly fixed costs).
Break-even is a situation where an organisation is neither making money nor losing money, but all the costs have been covered.
Break-even analysis is useful in studying the relation between the variable cost, fixed cost and revenue. Generally, a company with low fixed costs will have a low break-even point of sale. For example, say Happy Ltd has fixed costs of Rs. 10,000 vs Sad Ltd has fixed costs of Rs. 1,00,000 selling similar products, Happy Ltd will be able to break-even with the sale of lesser products as compared to Sad Ltd.
Fixed costs
Fixed costs are also called overhead costs. These overhead costs occur after the decision to start an economic activity is taken and these costs are directly related to the level of production, but not the quantity of production. Fixed costs include (but are not limited to) interest, taxes, salaries, rent, depreciation costs, labour costs, energy costs etc. These costs are fixed irrespective of the production. In case of no production also the costs must be incurred.
Variable costs
Variable costs are costs that will increase or decrease in direct relation to the production volume. These costs include cost of raw material, packaging cost, fuel and other costs that are directly related to the production.
The basic formula for break-even analysis is derived by dividing the total fixed costs of production by the contribution per unit (price per unit less the variable costs).
For an example:
Variable costs per unit: Rs. 400 Sale price per unit: Rs. 600 Desired profits: Rs. 4,00,000 Total fixed costs: Rs. 10,00,000 First we need to calculate the break-even point per unit, so we will divide the Rs.10,00,000 of fixed costs by the Rs. 200 which is the contribution per unit (Rs. 600 – Rs. 200). Break-Even Point = Rs. 10,00,000/ Rs. 200 = 5000 units Next, this number of units can be shown in rupees by multiplying the 5,000 units with the selling price of Rs. 600 per unit. We get Break-Even Sales at 5000 units x Rs. 600 = Rs. 30,00,000. (Break-even point in rupees)
Break-even analysis also deals with the contribution margin of a product. The excess between the selling price and total variable costs is known as contribution margin. For an example, if the price of a product is Rs.100, total variable costs are Rs. 60 per product and fixed cost is Rs. 25 per product, the contribution margin of the product is Rs. 40 (Rs. 100 – Rs. 60). This Rs. 40 represents the revenue collected to cover the fixed costs. In the calculation of the contribution margin, fixed costs are not considered.
Additionally, break-even analysis is very useful for knowing the overall ability of a business to generate a profit. In the case of a company whose breakeven point is near to the maximum sales level, this signifies that it is nearly impractical for the business to earn a profit even under the best of circumstances.
Therefore, it’s the management responsibility to monitor the breakeven point constantly. This monitoring certainly reduces the breakeven point whenever possible.
Break-even analysis helps determine when a company, service, or product becomes profitable, considering fixed and variable costs. It's crucial for startups, introducing new products, or changing business models. Monitoring the break-even point regularly is essential to make informed decisions. By analyzing pricing, technology, costs, margins, and outsourcing, a business can reduce its break-even point and increase profitability.