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MICROECONOMICS 
ASSIGNMENT ǁ 
REVENUE 
FUNCTION 
Fecilitator: 
PRO. ABRAHAM BABU 
Created by: 
Kogeo
Revenue Function 
• R=f(Price, Promotions, ......., Q) 
• R=f(Q), keeping other factors constant. 
• Revenue is the function of number output 
sold. 
• Therefore, Total revenue=PQ 
Where, P=Price of the product 
and Q=Quantity of the product produced
Average Revenue Vs Marginal Revenue 
• Average Revenue 
• Average revenue is the 
revenue per unit sold 
• AR=TR/Q 
• Marginal Revenue 
• Marginal revenue is the 
change in total revenue 
when additional unit is 
sold 
• MR= TR/ Q
TR 
Y 
O X 
QUANTITY 
R 
E 
V 
E 
N 
U 
E 
TR LINE 
As quantity sold increases TR also increases. The trend 
is as shown above. The trend can be a straight line or 
sometimes can be non-linear also (means it can 
fluctuate also)
Trend analysis 
• Break even point – it is the part of cost volume 
profit analysis where total revenue equals 
total cost. 
• Total profit reaches its maximum where 
marginal revenue equals marginal cost. 
• In pure competition marginal revenue equals 
average revenue. 
• For noncompetitive firm marginal revenue is 
less than average revenue.
APPLICATIONS 
In the movie theatre Ex., 
• If MR > O, the firm can increase its total revenue 
by increasing P. 
• If MR < 0, the firm can increase its total revenue 
by decreasing P. 
In general, 
• If MR < AR, then AR declines. 
• If MR > AR, then AR rises. 
• If MR = AR, then AR remains the same.

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Revenue function

  • 1. MICROECONOMICS ASSIGNMENT ǁ REVENUE FUNCTION Fecilitator: PRO. ABRAHAM BABU Created by: Kogeo
  • 2. Revenue Function • R=f(Price, Promotions, ......., Q) • R=f(Q), keeping other factors constant. • Revenue is the function of number output sold. • Therefore, Total revenue=PQ Where, P=Price of the product and Q=Quantity of the product produced
  • 3. Average Revenue Vs Marginal Revenue • Average Revenue • Average revenue is the revenue per unit sold • AR=TR/Q • Marginal Revenue • Marginal revenue is the change in total revenue when additional unit is sold • MR= TR/ Q
  • 4. TR Y O X QUANTITY R E V E N U E TR LINE As quantity sold increases TR also increases. The trend is as shown above. The trend can be a straight line or sometimes can be non-linear also (means it can fluctuate also)
  • 5. Trend analysis • Break even point – it is the part of cost volume profit analysis where total revenue equals total cost. • Total profit reaches its maximum where marginal revenue equals marginal cost. • In pure competition marginal revenue equals average revenue. • For noncompetitive firm marginal revenue is less than average revenue.
  • 6. APPLICATIONS In the movie theatre Ex., • If MR > O, the firm can increase its total revenue by increasing P. • If MR < 0, the firm can increase its total revenue by decreasing P. In general, • If MR < AR, then AR declines. • If MR > AR, then AR rises. • If MR = AR, then AR remains the same.