-) Consider a two-person, two-commodity, pure exchange, co economy. The consumers' utility functions are U, = q1191: and U2 = 9219122 + 8921 +9922. Consumer I has initial e and 30 units ofQ, and Q2 respectively; Consumer II has en units of each commodity. 1. Determine excess demand functions for the two consumers p. Determine an equilibrium price ratio for this economy.
-) Consider a two-person, two-commodity, pure exchange, co economy. The consumers' utility functions are U, = q1191: and U2 = 9219122 + 8921 +9922. Consumer I has initial e and 30 units ofQ, and Q2 respectively; Consumer II has en units of each commodity. 1. Determine excess demand functions for the two consumers p. Determine an equilibrium price ratio for this economy.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![1) Consider a two-person, two-commodity, pure exchange, competitive
economy. The consumers' utility functions are U = q11912 + 12q11 + 3q12
and U2 = 9219122 + 8921 + 9q22. Consumer I has initial endowments of 8
and 30 units of Q, and Q2 respectively; Consumer II has endowments of 10
units of each commodity.
a. Determine excess demand functions for the two consumers.
b. Determine an equilibrium price ratio for this economy.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F946f06d2-470b-4381-a802-4929daa5ce6f%2F11fce252-0513-4786-8e61-ef23afebac0f%2Fcbolxuc_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1) Consider a two-person, two-commodity, pure exchange, competitive
economy. The consumers' utility functions are U = q11912 + 12q11 + 3q12
and U2 = 9219122 + 8921 + 9q22. Consumer I has initial endowments of 8
and 30 units of Q, and Q2 respectively; Consumer II has endowments of 10
units of each commodity.
a. Determine excess demand functions for the two consumers.
b. Determine an equilibrium price ratio for this economy.
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