Production Theory
Production  Creation of U in a certain G or S as a result of which it commands P in the market
Production Function P.F is a schedule or mathematical equation that gives max quantity of output that can be produced from specified sets of input while techniques of production are given P = F (A, B, C, D)
Production Unit :- A unit where four factors of Production are combined to produce Goods or Services Firm :- An exact body that own or controls Production of 1 or more G & S  Industry :- Group of Production units  / Firms producing same product
Firm Product, Cost & Revenue Firm has to make 3 decisions:- (i)   How much to P ? (ii)   What will be total cost of Production ? (iii)  How much revenue will be obtained ? Decisions carefully taken to obtain max profit PROFIT = TR - TC
Total Product (TP) :- Having employed certain no of L, what so ever is produced by firm Average Product (AP) :- Dividing TP by unit of L AP  =  TP   L
Marginal Product (MP) Addition to total output that results by employment of additional L  MP  =  Q  =  d Q   L  d L MP give slope of TP
Firm Cost TC   AC MC
TC TFC => cost borne ever if firm isn’t operating TVC => bears regarding valuable factor of Production TC = TFC + TVC e.g. for 100 units TC = TFC + TVC   = 6000 + 8000   = 14000
AC Cost per unit [ cost divided by unit ] AC  =  AFC  +  AVC e.g. AFC  =  TFC  =  6000  =  60   Q  100 AVC  =  TVC  =  8000  =  80   Q  100 AC  =  60  +  80  =  140
MC Net change TC by having produced additional units of any G MC  =  d TC    d Q   e.g.  Q TC   100 1200   101  1210 d TC  =  10  =  10 d Q  1
Firm Revenue  TR :-  Obtained by combining sale of all units e.g.  100 units , 5 Rp each TR = 5 x 100 = 500
Firm Revenue  AR :-  Dividing TR by units of output sold TR  =  500  =  5   Q  100
Firm Revenue  MR :-  Each addition made to TR by sale of extra unit Units 101, P = 5 Rp  TR = 5 x 101 = 505

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Production Theory

  • 2. Production Creation of U in a certain G or S as a result of which it commands P in the market
  • 3. Production Function P.F is a schedule or mathematical equation that gives max quantity of output that can be produced from specified sets of input while techniques of production are given P = F (A, B, C, D)
  • 4. Production Unit :- A unit where four factors of Production are combined to produce Goods or Services Firm :- An exact body that own or controls Production of 1 or more G & S Industry :- Group of Production units / Firms producing same product
  • 5. Firm Product, Cost & Revenue Firm has to make 3 decisions:- (i) How much to P ? (ii) What will be total cost of Production ? (iii) How much revenue will be obtained ? Decisions carefully taken to obtain max profit PROFIT = TR - TC
  • 6. Total Product (TP) :- Having employed certain no of L, what so ever is produced by firm Average Product (AP) :- Dividing TP by unit of L AP = TP L
  • 7. Marginal Product (MP) Addition to total output that results by employment of additional L MP = Q = d Q L d L MP give slope of TP
  • 8. Firm Cost TC AC MC
  • 9. TC TFC => cost borne ever if firm isn’t operating TVC => bears regarding valuable factor of Production TC = TFC + TVC e.g. for 100 units TC = TFC + TVC = 6000 + 8000 = 14000
  • 10. AC Cost per unit [ cost divided by unit ] AC = AFC + AVC e.g. AFC = TFC = 6000 = 60 Q 100 AVC = TVC = 8000 = 80 Q 100 AC = 60 + 80 = 140
  • 11. MC Net change TC by having produced additional units of any G MC = d TC d Q e.g. Q TC 100 1200 101 1210 d TC = 10 = 10 d Q 1
  • 12. Firm Revenue TR :- Obtained by combining sale of all units e.g. 100 units , 5 Rp each TR = 5 x 100 = 500
  • 13. Firm Revenue AR :- Dividing TR by units of output sold TR = 500 = 5 Q 100
  • 14. Firm Revenue MR :- Each addition made to TR by sale of extra unit Units 101, P = 5 Rp TR = 5 x 101 = 505