a. Assume that the elasticity of demand for Fanta is -0.5 while the elasticity of supply is 0.7. Assuming further that a tax of K10 is applied on each bottle of Fanta sold, how much of this will be borne by producers. b. Assume that the price of good X is K10 while that of good Y is K20. A consumer has allocated consumption between the two goods in such a way that the marginal utility of X is 15 utils and that of Y is 25 utils. Is this an optimal consumption bundle? If not, what should the consumer do to reach the optimum?
a. Assume that the elasticity of demand for Fanta is -0.5 while the elasticity of supply is 0.7. Assuming further that a tax of K10 is applied on each bottle of Fanta sold, how much of this will be borne by producers. b. Assume that the price of good X is K10 while that of good Y is K20. A consumer has allocated consumption between the two goods in such a way that the marginal utility of X is 15 utils and that of Y is 25 utils. Is this an optimal consumption bundle? If not, what should the consumer do to reach the optimum?
Chapter6: Elasticity
Section: Chapter Questions
Problem 1QP
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