Exam 5: Economics Functions and Elasticities
Exam 1: Econometrics and Keynesian Linear Consumption Function25 Questions
Exam 2: Understanding Statistical Relationships and Models in Economics25 Questions
Exam 3: Regression Analysis and Estimation25 Questions
Exam 4: Econometrics and Regression Analysis25 Questions
Exam 5: Economics Functions and Elasticities23 Questions
Exam 6: Economics and Linear Programming: Understanding Concepts and Terminologies24 Questions
Exam 7: Market Structures and Pricing Strategies12 Questions
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Given the consumption function C = a + bY, the slope 'b' represents:
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C
The elasticity of demand for the demand curve of a firm under perfect competition is
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D
____ indicates what proportion of the increased income will be saved.
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A
______ function expresses the relationship between price of the good and quantity of the good supplied.
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Demand function for a commodity is D = 44 - 7P and supply function S = 2P -10, then the equilibrium price is:
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The Price elasticity of demand for a product is 1.5 and its MR = 8, find its price:
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Mathematically ____ is the first derivative of the consumption function.
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When the total revenue functions is R = 100?X2, the marginal revenue is :
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Function which map the relation between the physical measure of money and the perceived value of money is _____
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Given a total utility function, Marginal utility is obtained by finding ______
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_____ measures the change in TP due to a one unit change in the quantity of labour used:
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Necessities have _____ elasticity of demand of between 0 and +1.
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____ refers to the change in total cost (TC) due to the production of an additional unit of output.
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At a price of Rs11.00, quantity demanded is 90; and at a price of Rs.9.00, quantity demanded is 110. The price elasticity of demand is:
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_______ function was designed by J M Keynes to show the relationship between real disposable income and consumer spending.
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The slope of ___curve will be positive if and only if the marginal cost curve lies above the AC curve.
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The cost per output is given by C = 2x + 27. Then the marginal cost when x = 5 is:
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