Q.3 Suppose there are three types of Apples A, B and C being sold and consumed. The demand and supply equations for each type are: D = 20– 2P, + 4P, + P. S, = 4P,-5 D, = 10 + 3P, - 5P, + 2P. S, = 3P, -7 De = 70+4P, + 2P, - 5P. Sc = 5P. – 16 Determine equilibrium prices and quantities using Cramer's rule. • Calculate the elasticity of demand for B with respect to prices of variety A, B and C and interpret the economic meaning of the results.

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Chapter6: Consumer Choices
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Q.3
being sold and consumed. The demand and supply equations
for each type are:
Suppose there are three types of Apples A, B and C
D = 20 – 2P, +4P, + Pc
D = 10+ 3P, – 5P, + 2P. S = 3P, - 7
De = 70+ 4P, + 2P, – 5P. Se = 5P. – 16
• Determine equilibrium prices and quantities using
S, = 4P,-5
%3D
Cramer's rule.
• Calculate the elasticity of demand for B with respect to
prices of variety A, B and C and interpret the economic
meaning of the results.
Transcribed Image Text:Q.3 being sold and consumed. The demand and supply equations for each type are: Suppose there are three types of Apples A, B and C D = 20 – 2P, +4P, + Pc D = 10+ 3P, – 5P, + 2P. S = 3P, - 7 De = 70+ 4P, + 2P, – 5P. Se = 5P. – 16 • Determine equilibrium prices and quantities using S, = 4P,-5 %3D Cramer's rule. • Calculate the elasticity of demand for B with respect to prices of variety A, B and C and interpret the economic meaning of the results.
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