Relationship
between MPL and TPL curve are :-
- The relation between the marginal and total product curve comes
throughout the study of economics in various topics like utility,
revenue, consumption, cost etc.
- The general relation between the total and the corresponding
marginal is refelcted through the relation of MPL and TPL
curve.
- As per mathematical theories marginal product is the slope of
the total product curve.
- The MPL curve is positive is the TPL curve has a positive slope
or upward sloping.
- Similarly, if the TPL has a negative or downward sloping then
the MPL also will be negative.
- Also, if the TPL curve is horizontal or has a zero slope then
MPL is zero too.
- For any graph of MPL and the TPL, for the first few inputs the
TPL increases therefore the MPL also will be positive and
increasing.
- For any graph of MPL and the TPL, for the next several inputs
the TPL curve decreases therefore the MPL too decreases and
flattens out.
- For any graph of the MPL and the TPL, for the last few inputs
the slope of TPL goes negative which makes the MPL curve also to go
negative.
- Due to the law of dimishing marginal utility bothe MPL and the
TPL initialy increase then decrease.
From the above points it can be concluded that the realtion
between the Total product curve and the marginal product curve is
direct. The relation is not complicated and it can be easily
understood.