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Marginal, Average & Total Revenue

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Presentation on theme: "Marginal, Average & Total Revenue"— Presentation transcript:

1 Marginal, Average & Total Revenue
Imperfect Competition

2 The firm’s revenues Price per unit:- the price at which a firm offers a good or service for sale to each customer. (This is more commonly referred to as the average revenue. See definition and formula below) Total revenue:- the overall sum of money received by a firm for the sale of its products. Marginal revenue:- The addition to total revenue from the sale of one extra unit. Average revenue:- The price per unit AR = TR quantity sold

3 Firms revenues Output Price per unit (£) Total revenue Average revenue (£) Marginal revenue (£) - 500 1 400 2 450 900 330 3 410 1230 270 4 375 1500 250 5 350 1750

4 Firm revenues The conditions of demand give the following:-
Average revenue (AR) and marginal (MR) revenue are not equal. The average revenue and marginal revenue curves are downward sloping . Average revenue is always greater than marginal revenue. As price per unit and average revenue are the same, the AR curve is also the demand (D) curve for the firm. Output Price per unit (£) Total revenue Marginal revenue (£) Average revenue (£) - 500 1 400 2 450 900 330 3 410 1230 270 4 375 1500 250 5 350 1750

5 Go to excel document

6 Revenue points Point A is the point of revenue maximisation. (where the MR line cuts the X axis) Points to the left of A give an elastic PED. (reducing prices when on the left of point A results in an increase in total revenue) Points to the right of A give an inelastic PED. (reducing prices when on the right of point A results in a decrease in total revenue) Output Price per Unit Total Revenue Marginal Revenue Average Revenue 8 650 5200 200 9 600 5400 100 10 550 5500 11 500 -100 12 450 -200 13 400

7 Revenue points Point A is the point of revenue maximisation. (where the MR line cuts the X axis) Points to the left of A give an elastic PED. ( reducing prices when on the left of point A results in an increase in total revenue) Points to the right of A give an inelastic PED. (reducing prices when on the right of point A results in a decrease in total revenue)


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