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Types Of Profit ,[object Object],[object Object],[object Object]
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METHOD OF PROFIT MAXIMISATION  (in short run): There are 2 Approaches; Approach-1:  By using Total Cost & Total revenue Curves ( This is simple approach) Profit maximization under short run (by using total curves): This is the period in which one or more factors are fixed in supply.  Total profit (TII) = TR-TC
 
Approach-2: Marginal cost, Average cost & Marginal  -Revenue, Average Revenue curves: (This is complicated but very useful to compare profit maximization under different market condition) Stage-1:   To find profit maximizing output, we use MC& MR curves. To maximize profit Marginal Revenue mist be equal to Marginal Cost. i.e. MR=MC Why profit maximize when MR=MC? To find out the answer to this question, observe when MR=/= (not equal to) MC.
MC MR 1 3 2 5 3 10 4 Profit is maximum at the output level of 3, where MR=MC
Output Below3: MR exceeds MC; It means by additional production output higher additional revenue then MC Therefore Total profit can increase by increasing production . Output above3: MC exceeds MR; It adds more to the cost then revenue hence  reduce profits. Therefore profit can increase by cutting back on production .
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MC AC AR MR Y P O X S M R Q E OUTPUT COST&REVENUE ,[object Object],[object Object],[object Object],[object Object],[object Object],[object Object],[object Object]
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Profit maximisation & its alternatives

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  • 8. METHOD OF PROFIT MAXIMISATION (in short run): There are 2 Approaches; Approach-1: By using Total Cost & Total revenue Curves ( This is simple approach) Profit maximization under short run (by using total curves): This is the period in which one or more factors are fixed in supply. Total profit (TII) = TR-TC
  • 9.  
  • 10. Approach-2: Marginal cost, Average cost & Marginal -Revenue, Average Revenue curves: (This is complicated but very useful to compare profit maximization under different market condition) Stage-1: To find profit maximizing output, we use MC& MR curves. To maximize profit Marginal Revenue mist be equal to Marginal Cost. i.e. MR=MC Why profit maximize when MR=MC? To find out the answer to this question, observe when MR=/= (not equal to) MC.
  • 11. MC MR 1 3 2 5 3 10 4 Profit is maximum at the output level of 3, where MR=MC
  • 12. Output Below3: MR exceeds MC; It means by additional production output higher additional revenue then MC Therefore Total profit can increase by increasing production . Output above3: MC exceeds MR; It adds more to the cost then revenue hence reduce profits. Therefore profit can increase by cutting back on production .
  • 13.
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