The border gain indicates the profit which can be expected, which is to be expected for a further produced unit of a product.

The border gain results in the case of it from the derivative of: f (x) = turnover function - cost function

Here it is to be considered that it concerns a function. Therefore all possible outputs can be used for x and one always receive the respective auxiliary gain with the appropriate level of production in the border profit function.

Importantly the knowledge is to be able to accomplish around the border gain around a product calculation. The investigation of circumstances can give information on it, how many units of a product to be set off to have, in order to reach the break even point (breakeven POINT).

The border gain can likewise play important role with the computational determination of outputs and price of an enterprise. With missing total cost function one arranges here the profit function from proceeds and transformed production function and forms from this term the first derivative - the border gain. This method is suitable regarding the comprehensibleness and clarity in relation to the border proceeds procedure. The costs are included more directly.

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Articles in category "Border gain"

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