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Situation : No profit , No loss
Typology: Exams
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Let us make an in-depth study of the meaning, assumptions, uses and limitations of break-even point. Meaning of Break-Even Point: Break-even point represents that volume of production where total costs equal to total sales revenue resulting into a no-profit no-loss situation.
If output of any product falls below that point there is loss; and if output exceeds that point there is profit.
Thus, it is the minimum point of production where total costs are recovered. Therefore, at break-even point.
Sales Revenue – Total Cost
or, Sales – Variable Cost = Contribution = Fixed Cost
It can be concluded that at break-even `point the contribution earned just covers the fixed
cost and, at levels below the point, contribution earned is not sufficient to match the fixed cost and, at levels above the point, contribution earned more than recovers the fixed cost.
P is the break-even point in the break-even chart where OS and CT—being the sales line and total cost line—intersects. Loss results in the left side of P, i.e., before the break-even point is reached, and, beyond P, profit starts to generate. Break-even point has a wide use in the field of marginal costing and helps to decide the product mix, fixation of selling price, steps to be taken in long-term planning etc.
Break-even point can be ascertained by using the following formula:
Assumptions Underlying Break-Even Analysis:
(ii) It helps in the fixation of sales volume to cover a given return on capital employed.
(iii) It helps in forecasting costs and profit as a result of change in volume.
(iv) It gives suggestions for shift in sales mix.
(v) It helps in making inter-firm comparison of profitability.
(vi) It helps in determination of costs and revenue at various levels of output.
(vii) It is an aid in management decision- making (e.g., make or buy, introducing a product etc.), forecasting, long-term planning and maintaining profitability.
(viii) It reveals business strength and profit earning capacity of a concern without much difficulty and effort.
Limitations of Break-Even Analysis: