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THEORY OF DEMAND:
The consumer behaviour under indifferencecurve approach where it is assumed that the consumer possesses a utilityfunction. The next most important theory that deals with consumer behaviouris the theory of revealed preference. This theory allows prediction of theconsumer's behaviour without specification of an explicit utility function,provided that she conforms to some simple axioms. In addition, the existenceand nature of her utility function can be deduced from her observed choicesamong commodity bundles.
we move on to more realistic aspect of consumerbehaviour namely consumer choice involving risk, where there is probabilityof every event. Finally, we present the indirect utility function and its relatedtheorems.
NEER Vs REER: In a situation where there are multiple trade partners, the effect of cross-currency movements are judged by nominal effective exchange rate (NEER) and real effe
Q. What do you meant by Real GDP? Real GDP:Value of total gross domestic product (which is, all the services and goods produced for money in the economy) adjusted for effects o
In the table below are given the output (X), T.C., and Price for a firm. Complete the following table, and then answer the questions at the bottom of the table. X T.C P=A.R
unique products in monopoly
Managerial Economies: These are many managerial economies associated with large-scale production. A large firm is in the position to employ more highly qualified and speciali
#q The price of a laptop increases by 20% and there is a 40% drop in the quantity demanded. • The price of a pack of cigarettes increases by 10% and there is a 5% drop in the quan
#questioSuppose the US and Mexico both produce semiconductors and auto parts and the US has a comparative advantage in semiconductors while Mexico has a comparative advantage in au
Elastic and Inelastic Demand can be understood as follows: Slope and elasticity of demand have an inverse relationship between them. When slope is high elasticity of demand bec
what do you meant by rent?
Explain the axioms of completeness, transitivity and non-satiation using appropriate examples.
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