Suppose 3 consumers, A, B and C, of a public good have standing (i.e. is the "society"). Ea consumer is asked to pay for 1/3 of a public good at a price of P/3. Price, P Social Demand (i.e. vertical sum of DA+ DB + Dc) S MC

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Q. 1 hi, could you help me for the whole of qn 3? thanks a lot!!
3. Suppose 3 consumers, A, B and C, of a public good have standing (i.e. is the "society"). Each
consumer is asked to pay for 1/3 of a public good at a price of P/3.
Price, P
Social Demand (i.e. vertical sum of DA + DB + Dc)
S
MC
D.
D,
H.
P/3
Q*
Quantity, Q
a. Suppose A can consume at A's preferred quantity of Q, identify A's consumer
surplus in the figure.
b. Suppose now that A is forced to consume at point Q* where the aggregate marginal
social benefit equals the marginal cost. How has A's consumer surplus changed?
C. Similarly, what is the change in consumer surplus for B and C?
d. Once again, consider society consuming at Q. Would it make sense to expand
output to Q* using Pareto's rule and the Kaldor-Hicks rule?
(Hint: Area S = Net gains of B and C-loss to A)
Transcribed Image Text:3. Suppose 3 consumers, A, B and C, of a public good have standing (i.e. is the "society"). Each consumer is asked to pay for 1/3 of a public good at a price of P/3. Price, P Social Demand (i.e. vertical sum of DA + DB + Dc) S MC D. D, H. P/3 Q* Quantity, Q a. Suppose A can consume at A's preferred quantity of Q, identify A's consumer surplus in the figure. b. Suppose now that A is forced to consume at point Q* where the aggregate marginal social benefit equals the marginal cost. How has A's consumer surplus changed? C. Similarly, what is the change in consumer surplus for B and C? d. Once again, consider society consuming at Q. Would it make sense to expand output to Q* using Pareto's rule and the Kaldor-Hicks rule? (Hint: Area S = Net gains of B and C-loss to A)
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