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COST CONCEPT
P r e s e n t i n g b y P a n k a j
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Meaning
I t r e f e r s t o t h e t o t a l e x p e n d i t u r e o f a f i r m
i n c u r s w h e n u t i l i z i n g e c o n o m i c r e s o u r c e s t o
p r o d u c e g o o d s a n d s e r v i c e s .
2
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Determinant of Cost:
Size of Plant
Level of Output
State of Technology
Management and Administrative Efficiency
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4
Types of Cost:
Actual Cost
Economic and Accounting Cost.
Outlay and Opportunity Cost
Implicit and Explicit Cost
Incremental and Sunk Cost
Shutdown Cost
Abandonment Cost
Book Cost
4
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Out of Pocket Cost
Past and Future Cost
Direct and Indirect
Private and Social Cost
Historical and Replacement Cost
Urgent and Postponable Cost
Controllable and Uncontrollable Cost
5
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Fixed cost
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Variable Cost
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Semi Variable Cost
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Stair Step Cost
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Total Cost
Average Cost
TC= TFC+TVC
AC= Total Cost/Units Produced
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Marginal Cost
The cost incurred on producing one
additional unit of commodity is
known as marginal cost. Thus it
shown a change in total cost when
one more or less unit is produced.
MC= TCn – TC(n-1 )
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12
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Cost Function
The cost output relationship plays an important role in
determining the optimum level of production.
TC=F(Q)
Where,
TC= Total cost
Q= Quantity produced
F= Function
The cost function can be classified as:
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Short Run Cost
Long Run Cost
Short run costs are those which
vary with output when fixed plant
a capital equipments remain
unchanged.
Long run costs are those which
vary with output when all input
factors including plants
equipment vary.
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Cost Output Relationship in Short Run
In the short-run an increase in TC implies an increase
in TVC only.
Thus :
TC = TFC + TVC
TFC = TC – TVC
TVC = TC – TFC
TC = TFC when the output is zero.
The graph shows Short-run cost output relationship.
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Short-run Average Cost and Marginal Cost
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Average fixed Cost (ASF) :
17
Average Variable Cost
(AVC):
AVC = TVC / Q
AFC = TFC/Q
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Average Total Cost (ATC) :
18
Marginal Cost (MC) :
ATC = TC / Q
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Cost Output Relationship
in the Long Run
T
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Features of LAC curve
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The LAC curve envelopes the SAC curves and is therefore called as envelope curve
The points of tangency on the falling part of SAC curve for points lying to the left of minimum point of LAC
Each point of the LAC is a point of tangency with thecorresponding SAC curve.
The points of tangency occur on the rising part of the SAC curves for the points lying to the right of
minimum point of LAC.
The optimum scale of plant is a term applied to the most efficient of all scales of plants available. This
scale of plant is the one whose SAC curve forms the minimum point of LAC curve. It is SAC3 in our case
which is tangent to LAC curve at its minimum point at R.
Both LAC ad SAC curves are U shaped but the difference between the two U shapes is that the U shape
of the LAC curve is flatter or lesser pronounced from bottom. The main reason for this is that in the long
run such economies are possible which cannot be had in the short run, likewise some of the diseconomies
which are faced in short run may not be faced I the long run.
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Gracias!
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DOC-20230313-WA0004..pptx

  • 1. Click to edit Master title style 1 COST CONCEPT P r e s e n t i n g b y P a n k a j
  • 2. Click to edit Master title style 2 Meaning I t r e f e r s t o t h e t o t a l e x p e n d i t u r e o f a f i r m i n c u r s w h e n u t i l i z i n g e c o n o m i c r e s o u r c e s t o p r o d u c e g o o d s a n d s e r v i c e s . 2
  • 3. Click to edit Master title style 3 Determinant of Cost: Size of Plant Level of Output State of Technology Management and Administrative Efficiency
  • 4. Click to edit Master title style 4 Types of Cost: Actual Cost Economic and Accounting Cost. Outlay and Opportunity Cost Implicit and Explicit Cost Incremental and Sunk Cost Shutdown Cost Abandonment Cost Book Cost 4
  • 5. Click to edit Master title style 5 Out of Pocket Cost Past and Future Cost Direct and Indirect Private and Social Cost Historical and Replacement Cost Urgent and Postponable Cost Controllable and Uncontrollable Cost 5
  • 6. Click to edit Master title style 6 6 Fixed cost
  • 7. Click to edit Master title style 7 7 Variable Cost
  • 8. Click to edit Master title style 8 8 Semi Variable Cost
  • 9. Click to edit Master title style 9 9 Stair Step Cost
  • 10. Click to edit Master title style 10 10 Total Cost Average Cost TC= TFC+TVC AC= Total Cost/Units Produced
  • 11. Click to edit Master title style 11 11 Marginal Cost The cost incurred on producing one additional unit of commodity is known as marginal cost. Thus it shown a change in total cost when one more or less unit is produced. MC= TCn – TC(n-1 )
  • 12. Click to edit Master title style 12 12 Cost Function The cost output relationship plays an important role in determining the optimum level of production. TC=F(Q) Where, TC= Total cost Q= Quantity produced F= Function The cost function can be classified as:
  • 13. Click to edit Master title style 13 13 Short Run Cost Long Run Cost Short run costs are those which vary with output when fixed plant a capital equipments remain unchanged. Long run costs are those which vary with output when all input factors including plants equipment vary.
  • 14. Click to edit Master title style 14 14 Cost Output Relationship in Short Run In the short-run an increase in TC implies an increase in TVC only. Thus : TC = TFC + TVC TFC = TC – TVC TVC = TC – TFC TC = TFC when the output is zero. The graph shows Short-run cost output relationship.
  • 15. Click to edit Master title style 15 15 Short-run Average Cost and Marginal Cost
  • 16. Click to edit Master title style 16 16
  • 17. Click to edit Master title style 17 Average fixed Cost (ASF) : 17 Average Variable Cost (AVC): AVC = TVC / Q AFC = TFC/Q
  • 18. Click to edit Master title style 18 Average Total Cost (ATC) : 18 Marginal Cost (MC) : ATC = TC / Q
  • 19. Click to edit Master title style 19 19 Cost Output Relationship in the Long Run T
  • 20. Click to edit Master title style 20 20 Features of LAC curve
  • 21. Click to edit Master title style 21 21 The LAC curve envelopes the SAC curves and is therefore called as envelope curve The points of tangency on the falling part of SAC curve for points lying to the left of minimum point of LAC Each point of the LAC is a point of tangency with thecorresponding SAC curve. The points of tangency occur on the rising part of the SAC curves for the points lying to the right of minimum point of LAC. The optimum scale of plant is a term applied to the most efficient of all scales of plants available. This scale of plant is the one whose SAC curve forms the minimum point of LAC curve. It is SAC3 in our case which is tangent to LAC curve at its minimum point at R. Both LAC ad SAC curves are U shaped but the difference between the two U shapes is that the U shape of the LAC curve is flatter or lesser pronounced from bottom. The main reason for this is that in the long run such economies are possible which cannot be had in the short run, likewise some of the diseconomies which are faced in short run may not be faced I the long run.
  • 22. Click to edit Master title style 22 . 22 Gracias!
  • 23. Click to edit Master title style 23 23