Distinction
Between returns to a Variable Factor And Returns to Scale
I. Returns to a Variable Factor. The law of
returns to a variable factor states that with the increase in the units of a
variable factor, keeping other factors constant, the increase in total
production becomes, after some point, smaller an smaller
In this case marginal product first
increase then becomes constant and finally it declines and becomes negative.
Thus, the law has three stages: increasing marginal returns; diminishing
marginal returns and negative returns.
II. Returns to Scale. The term
returns to scale refers to the change in output as all factor-inputs change by
the same proportion in the long run.
The
increase in output may be more than, equal to, or less that proportional go the
given increase in factor-inputs, hence returns to scale out of three
forms-increasing, constant and diminishing.
S.N.
|
Returns to a Variable Factor
|
Returns to Scale
|
1
|
Operates
in the short run
|
Operates
in the long run.
|
2
|
Only
the Quantities of factor are varied
|
All
factor-inputs are varied in the same proportion
|
3
|
Changes
in the factor-ratio.
|
No
change in the factor-ratio
|
4
|
No
change in the scale of production
|
Changes
in the scale of production.
|
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