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RECENT DEVELOPMENT OF DEMAND THEORY:
The basic theory of consumer behaviour discussed in the previous unit can be extended in many directions, and can be applied to cover optimal behaviour for a variety of specific types of utility functions. Some of these extensions and specific applications are discussed here. In the market, prices of all goods are given to the consumers. They can't influence the price by changing their own decisions. Some times prices are also given to the individual firm i.e., in some cases, firms also are not able to charge prices that they want and have to settle with the price prevailing in the market. There ware considerable interest therefore among the economist to explain the price formation in different types of markets. The Demand-Supply analysis is the most important among them. Once the equilibrium is achieved the second most important question came to mind is the question of stability of that equilibrium. There are many approaches to determine the stability property of equilibrium. Among them Cobweb model is simplest and quite elegant in nature.
How is consumer utility calculated?
What are the possibilities of returns to scale in production technology? Three possibilities are there as: technology exhibits (a) constant returns to scale; (b) decreasing ret
THE WORLD BANK: The World Bank is another of the 'Brettonwoods Twin Sisters'. The World Bank, as it obtains presently, is an umbrella organisation, under which five different
Explain why each of the following factors may influence the own price elasticity of demand for a commodity. (i) Consumer preferences, that is, whether consumers regard the commodi
Critically examine recent developments in demand theoryon #Minimum 100 words accepted#
how slustky equation provides neat analytical expression for substitution and income effect?
1. Suppose that Mr. John has the following Cobb-Douglas utility function U = 6X^2/3y^1/3 the market price of X and Y commodity are $1 and $2, respe
what is iso-product curve
Suppose that a firm’s production function is given by Q=30L-3L2, where L is labor input and Q is the output. a) Derive and draw the firm’s demand for labor while the firm’s produ
isoquants curve shows
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