Marginal Cost
The additional cost incurred to the total cost when one more unit of output is produced is known as Marginal Cost. For example, if the total cost of producing 2 units is ₹400 and the total cost of producing 3 units is ₹600, then the marginal cost will be 600 – 400 = ₹200.
MCn = TCn – TCn-1
Where,
n = Number of units produced
MCn = Marginal cost of the nth unit
TCn = Total cost of n units
TCn-1 = Total cost of (n-1) units
Another way to calculate Marginal Cost:
When the change in the units produced is more than one unit, then the previous formula of calculating MC will not work. In that case, the formula for calculating Marginal Cost will be:
[Tex]MC=\frac{Change~in~Total~Cost}{Change~in~units~of~Output}=\frac{\Delta{TC}}{\Delta{Q}} [/Tex]
For example, if the total cost of producing 5 units is ₹700 and the total cost of producing 3 units is ₹250, then the marginal cost will be:
[Tex]MC=\frac{700-250}{5-3}=\frac{450}{2} [/Tex]
Marginal Cost = ₹225
Example:
For the following table, find out AVC and MC at each output level.
Solution:
* TFC = TC at 0 output