Give a numerical example of cost function and analyze this cost function? Discuss how is this cost function used in decision making?
Answer
Hence, Cost Function = Total Fixed Cost + (variable cost per unit x No. of units)
This means that if say 10000 units are sold, the total cost would be $ 40000 [20000 + (2 x 10000]
Lets extend this example to a series of level of output:
Cost function: Fixed Cost + (Variable cost per unit x Units) |
|||
Fixed Cost |
Variable cost per unit |
Level of output |
Total Cost |
$20,000 |
$2 |
2,000 |
$24,000 |
$20,000 |
$2 |
4,000 |
$28,000 |
$20,000 |
$2 |
6,000 |
$32,000 |
$20,000 |
$2 |
8,000 |
$36,000 |
$20,000 |
$2 |
10,000 |
$40,000 |
$20,000 |
$2 |
12,000 |
$44,000 |
$20,000 |
$2 |
14,000 |
$48,000 |
$20,000 |
$2 |
16,000 |
$52,000 |
As you can see, that although Fixed cost remains same in total, and Variable cost remains same per unit, the Total Cost is changing.
The cost function is used in many ways
in decision making process:
--Behaviour of cost is analysed.
--Its helps in determining contribution margin.
--Expected cost can be ascertained based on no. of expected
unit.
--Break Even point calculation gets easier.
--Used in breaking down a ‘Mixed Cost’ into its Variable and Fixed
elements.
Give a numerical example of cost function and analyze this cost function? Discuss how is this...
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