Break even analysis, also known as cost-volume-profit-analysis, is considered with finding the point at which revenues and costs and exactly equal. This point, known as break-even point, represents the volume of output at which neither profit is made nor a loss is incurred. Therefore production/sale must not be allowed to fall beyond this point. This analysis can be carried out either algebraically or graphically.

(a) It assumes that costs can be classified into fixed and variable costs, ignoring semi-variable costs.

(b) Sale price is assumed as constant.

(c) It assumes no improvement in efficiency.

(d) Changes in input prices are also not considered.

(e) It considers that production is equal to the sales.

(i) It helps in deciding profitable level of output, below which losses will occur.

(ii) It can help in deciding the target.

(iii) It helps in deciding as to which product should be manufactured and which should not.

(iv) It helps in taking plant expansion decision.

(v) It helps in taking equipment replacement decision.

(vi) It foretells likely profits or losses at various levels of output.

(vii) It can indicate margin of safety.

In order to obtain a clear position of the business, it is important to construct "Break Even Chart". It indicates the points at which neither profit nor loss is made. This point at which neither profit nor loss is made is known as Break Even Point (B.E.P). The point where the total lines cut the sales line is the Break-Even Point. At this point the company's earnings are just sufficient to cover the expenses.

This chart can be demonstrated by the following example:

**Also See:** Calculating Break Even Point , Application of Break Even Analysis
, Break Even Point Theory

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