Product costing techniques have gained widespread use in the health care industry. Some various types of costing techniques include activity based costing, price-led costing, marginal costing, life-cycle costing and target costing (Finkler 1994). This paper outlines the cost drivers applicable to healthcare industry and how costing techniques can be applied to reduce costs within a health care organization.
Marginal Costing
It is the ascertainment of marginal cost by differentiating between fixed and variable cost. It is used to ascertain the effect of changes in volume or type of output on profit. Marginal cost is the cost incurred for a series, or additional control lot. Using marginal costing, one can determine marginal revenue by the production and sale of additional revenue provided by the last unit, and the marginal profit (McNair, 2007). The following table illustrates the variables of marginal costing:
Number of Series 100 units
Total
Cost
Total
Revenue
Marginal Revenue
Marginal
Profit
20
85000
96000
-
-
21
87500
99000
2500
3000
22
89900
102000
2400
3000
The marginal cost is not a cost but an estimated cost. It calculates whether the production of an additional unit is profitable for the company. Two situations may arise: the production of an additional set does not change the cost structure, that is, the marginal cost of a unit remains same as the unit variable cost, and; additional production requires an additional cost, that is, marginal cost of a unit is the sum of unit variable cost and fixed costs. Indeed, in the health industry, we can launch an additional set rather than additional unit (Antos & Rainey 1990). We will see that the difference between theory and reality is problematic for mathematical demonstration of the definition of marginal cost. Therefore, a general point of view can be defined as the marginal cost:
Marginal cost = (cost n +1) - (cost n)
By definition, there are always the variable costs (as there is increased production). Variable costs are proportional to the activity, and they can be direct or indirect.
The marginal cost may also include fixed costs. Indeed, it may happen that we should modify the structure to produce a unit or series. Fixed costs can vary over a period, but they are not proportional to the activity. One can imagine for example that we should expand a factory to increase production. In a table below, we find the synthesis of production costs prepared by the controller.
Quantities manufactured
Total Production Cost
10 000
1780000
20 000
3200000
30 000
4320000
40 000
5170000
50 000
5942500
60 000
6993000
70 000
8319500
80 000
10,616,000
90 000
13,189,500
100 000
16,400,000
The following table uses the data related to cost and units to calculate the total marginal cost and marginal cost per unit for each level of production.
Quantities manufactured
Total Production Cost
Average unit
Total marginal cost
Marginal cost per unit
n
C
C / n
C (n +1) - C (n)
(CMU) (1)
10 000
1780000
178.00
1780000
178,00 (2)
20 000
3200000
160.00
1420000
142,00 (3)
30 000
4320000
144.00
1120000
112.00
40 000
5170000
129.25
850 000
85.00
50 000
5942500
118.85
772 500
77.25
60 000
6993000
116.55
1050500
105.05
70 000
8319500
118.85
1326500
132.65
80 000
10,616,000
132.70
2296500
229.65
90 000
13,189,500
146.55
2573500
257.35
100 000
16,400,000
164.00
3210500
321.05
Marginal cost per unit = Total / No Change
= 1 780 000 / (10 000 - 0)
= (1 420 000 - 1 780 000) / (20 000 - 10 000)
We see that the marginal cost per unit decreases in first time and then increases at a later ...