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Deadweight Loss |
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Given the following information: |
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Qs = 2P |
P = Qs/2 |
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QD= 180 - 4P |
P = (QD -180)/-4 |
AR = P = 45-.25Q |
TR = 45 - .25Q2 |
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Hint: MC – supply curve |
MR = 45 - 5Q |
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Qs = supply Qd = demand |
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consumer surplus producer surplus and total surplus? |
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maximizing monopoly |
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Deadweight Loss Given the following information: Qs = 2P P = Qs/2 QD= 180 - 4P...
Problem 1 Deadweight Loss Given the following information: Qs = 2P P = Qs/2 QD= 180 - 4P P = (QD -180)/-4 AR = P = 45-.25Q TR = 45 - .25Q2 MR = 45 - .5Q Hint: MC – supply curve MR = 45 - 5Q Qs = supply Qd = demand A) Using the above information, 1) Graph and calculate the price-output solution under competitive market assumptions. 2) How much is the consumer surplus producer surplus and...
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Suppose the demand equation can be represent as QD = 100 -2P and the Supply equation can be represented as QS = -10 + P. a. Find the equilibrium price and quantity. b. At a price ceiling of $20, what is the QD and QS. What is the deadweight loss, consumer surplus and producer surplus amount?
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