Answer:
The production is calculated according to demand in the
market. There are many costs that help to determine the total cost of the
product. Among many costs, one of them is Marginal costs that means from a one-unit
change in the production rate the required cost. It is also explaining an
increase in the total cost due to increase in one unit of output. And the
average total cost related to per-unit cost that covers the fixed and variable
cost of the product. The average total cost is helpful in determining the
pricing decision because it is the lower limit of the price, and below this
level, the business has to face many financial losses related to product. Now
we are calculating the marginal cost, average fixed cost, average variable cost,
and average total cost.
Rate
of output | Total
cost | Marginal
cost | Average
fixed cost | Average
variable cost | Average
total cost |
0 | $1 000 | -
| - | - | - |
1 | 1 100 | $100 | $1000 | $100 | $1100 |
2 | 1 300 | $200 | $500 | $150 | $650 |
3 | 1 650 | $350 | $333.33 | $216.67 | $550 |
4 | 2 200 | $550 | $250 | $300 | $550 |
5 | 3 000 | $800 | $200 | $400 | $600 |
Ø The first row is zero units of
output, so the whole row is left empty, and from second product unit we have to
determine the marginal costs according
to following way:
1100-1000=100, and with
the other two units, we have to do the same calculations as 1300-1100=200, and
remaining marginal costs of other outputs also determine in the same way.
Ø For
determining the average fixed cost, we divide the fixed cost with the output
units as AFC=total fixed cost/total output. Total fixed cost means that the
cost may appear before producing the product, so in case of zero output, the
AFC is zero, and calculation is going to start from the 1 output unit.
Ø For
measuring the average variable cost, the total variable cost divided with the
output units at a specific time. So minus the fixed cost from the total cost
and then divide the number of output to obtain the average variable cost. Like AVC= 1100-1000/1= $100
Ø For
calculating the average total cost, there are two different ways are given,
like in one method the total cost is divided by the number of output to obtain
the actual average total cost and in second method, add the average fixed and
variable costs to obtain toe average total cost. For second unit of output
the ATC= 1300/2= $650. And
the second method is ATC= 500+150= $650. So by using any one method we can
easily calculate the average total cost.
Ø At
output unit of 3 and 4, the ATC is minimum as compared to other units. The ATC
at these two levels is the same $550.
Graph of As in all production endeavors:
Now we are showing the marginal cost and
average total cost on the graph and show that at which output unit the marginal
cost and average total cost are high and low.
Figure Shows Marginal Cost of output
unit
Figure shows Average total cost (ATC)
Discussion of As in all production endeavors:
The graph of marginal cost
explains that the marginal cost is going to increase with the increase in the
output units and the steady upward slop is presented in the graph. The second
graph of average total cost explains that at first output the average total
cost is high, but with the increase in number of units, the average total cost
is moving at balance way and moderate average total cost appear of remaining
units.
Conclusion of As in all production endeavors:
We can conclude that the calculation of marginal cost,
average fixed cost, the average variable cost, and the average total cost is
very much important to explain all the terms and conditions and also help to
determine the retail price of the product.