Define Production Function. Distinguish between Short Run and Long Run production Functions.
Define Production Function. Distinguish between Short Run and Long Run production Functions.
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A Production Function is a technological relationship between physical inputs and physical outputs of a good which shows the maximum outputs that can be produced with combination of inputs.
Mathematically, the Production Function can be written as:
Qx = f(F1, F2,F3...Fn)
Where Qx is the physical output of commodity X and F1 ... Fn, are the physical inputs required in the production of output X.
Difference between Short Run and Long Run Production Function are:
| Long Run Production Function | Short Run Production Function |
| It is a constant proportion type production function in which factor ratio remains constant, no matter what the level of output is. | It is a variable proportion type production function in which factor ratio changes with change in the level of output. |
| Output is sought to be increased by increasing the appiication of all factors | Output is sought to be increased by increasing the application of one variable factor only. |
| Scale of production tends to change with the change in the level of output. | Scale of production remains constant, even when the level of output changes. |
| Long period production function is studied with reference to'Returns to Scale'. | Short period production function is studied with reference to 'Returns to a Factor'. |
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