Exam 3: Demand Elasticities

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Assuming the inverse demand function for good Z can be written as P = 90 - 3Q, when Q is equal to 5, average revenue and marginal revenue are equal to and .

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Assume a consumer purchases two goods: X and Y. All else constant, an increase in the price of X would cause the total utility the consumer can obtain with her available income to decrease.

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Which of the following is a plausible reason that restaurants offer "Senior Citizen Discounts"?

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In the case of a linear demand function, the marginal revenue function is twice as steep as the demand function.

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We would expect the cross price elasticity of demand between digital cameras and film cameras to be positive.

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Marginal revenue equals 0 when:

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When a demand curve is perfectly elastic:

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A demand elasticity coefficient is a measure of the sensitivity of quantity demanded to a change in one of the determinants of demand.

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Referring to the previous question, as a result of the consumer's adjustment to the change in the price of Y, assuming Y is a normal good and X and Y are complements, it is reasonable to expect that the amount of Y consumed will , and the amount of X consumed will :

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As the amount of time a consumer has to adjust to a change in price increases, so does the price elasticity of demand for a good.

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The total revenue from the sale of a good or service is calculated by multiplying the price paid by the number of units sold.

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Assuming the inverse demand function for good Z can be written as P = 90 - 3Q, when P = 20, the point price elasticity of demand is equal to approximately):

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For a normal good, the income elasticity of demand is:

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The available data strongly suggest that, as the "needs" argument would suggest, the demand for health care is virtually perfectly inelastic.

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The "marginal rate of substitution" between two goods is measured by:

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According to the text, the price elasticity of demand for oranges has been estimated to be -0.62. This implies that a doubling of the price of oranges would cause the quantity demanded of oranges to:

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Assume that when the price of good X is $7, quantity demanded is 25. When price is increased to $9, quantity demanded falls to 20. Based on this information, over the range in question demand is elastic.

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As the percentage of the consumer's income accounted for by a particular good decreases, demand for the good will:

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The price elasticity of demand is calculated as:

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Assume the demand function for a particular good can be written as P = 150 - 6Q. When P = 12, the point elasticity of demand equals 2.08.

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