Posts Tagged ‘Curves’

The Nature of Supply

Wednesday, July 21st, 2010


For this price will be bid up toward the equilibrium level of $6. Only at a price of $6 per kilogram are the actions of both buyers and sellers in harmony, so that there is neither a surplus nor a shortage. As a result, the price will stabilize at the equilibrium level of $6 per kilogram.

The interaction of supply and demand can also be shown on a graph, as in Figure 7-13. On the graph, the equilibrium price of $6 is determined by the intersection of the supply curve and the demand curve at the equilibrium point (E). Similarly, the intersection of the curves determines the quantity that will be bought (and sold), or the “equilibrium quantity” of 50,000 kilograms.

In summary, the way in which supply and demand interact to determine the price of a product or service can be represented on a schedule such as Figure 7-12, or on a graph such as Figure 7-13. Both the schedule and the graph depict the behavior of buyers (demand) and sellers (supply) in the market for a particular good or service, and the equilibrium price and quantity that will emerge in that market.

Figure 7-13 is a very static representation of a market, showing the demand for and supply of steak at a particular time (March 1982). In reality, however, markets are not static as Figure 7—13 seems to suggest, but are dynamic, with constant changes in supply and demand occurring, causing continual changes in equilibrium prices and quantities. In effect, then, Figure 7—13 is a snapshot of a dynamic, changing situation at a particular point in time. In the next chapter, we will consider how markets change and adjust in response to changes in both supply and demand.

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Firm and Industry in Imperfect Competition

Sunday, March 14th, 2010


ATC and MC curves of one of the firms. If perfectly competitive conditions prevail, then each firm will produce the quantity OR (in B) and the total output of the industry will be OQ (in A). The market price will be OP, and each firm will just cover its cost. If however, each firm restricts its output to OF, industry output will be only OI; with the smaller quantity OI being offered on the market, the price OM can be charged. Each firm is now able to earn profit. Its cost of production per unit is FG (its output being OF); selling price per unit being equal to FH, it earns a profit of GH on each of the OF units which it sells, for a total profit amounting to the shaded area LKHG.

In order for all firms to achieve this profit, each must keep its output down to OF, so that the output of the industry as a whole is only OI, enabling firms to charge a market price of OM. The agreement may be in the form of a binding contract, a verbal undertaking, or perhaps an unspoken “understanding”. A  more detailed description is given in the next chapter of the various methods whereby oligopolists may achieve such collusion.

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