The following graph refers to a situation wherein an oligopolistic firm faces a kinked demand curve. Price ($) $600 $500 $400 $300 $200 $100 0 (5,000, $550) 5,000 (10,000, $500) (11,000, $300) 10,000 Quantity 15,000 20,000 1) In one/two sentences, describe why an oligopolistic firm might face this situation (what is the name of the pricing strategy that leads to this situation?) 2) Compute the elasticities and revenues at all THREE points shown on the graph: (5000, 550), (10000, 500) and (11000,300). Elasticity (5000, $550) = (10000, $500) = (11000, $300) = Revenues (5000, $550) = $2,750,000 (10000, $500) = $5,000,000 (11000, $300) = $3.300.000

Economics (MindTap Course List)
13th Edition
ISBN:9781337617383
Author:Roger A. Arnold
Publisher:Roger A. Arnold
Chapter24: Monopolistic Competition, Oligopoly, And Game Theory
Section24.3: Price And Output Under Cartel Theory
Problem 2ST
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I understand how to compute the revenue but I'm stuck on computing the elasticity. 

The following graph refers to a situation wherein an oligopolistic firm faces a kinked demand
curve.
Price ($)
$600
$500
$400
$300
$200
$100
(5000, $550) =
(10000, $500) =
(11000, $300) =
0
0
(5,000, $550)
5,000
(10,000, $500)
(11,000, $300)
10,000 15,000 20,000
Quantity
1) In one/two sentences, describe why an oligopolistic firm might face this situation (what is the
name of the pricing strategy that leads to this situation?)
2) Compute the elasticities and revenues at all THREE points shown on the graph: (5000, 550),
(10000, 500) and (11000,300).
Elasticity
Revenues
(5000, $550) = $2,750,000
(10000, $500) = $5,000,000
(11000, $300) = $3,300,000
Transcribed Image Text:The following graph refers to a situation wherein an oligopolistic firm faces a kinked demand curve. Price ($) $600 $500 $400 $300 $200 $100 (5000, $550) = (10000, $500) = (11000, $300) = 0 0 (5,000, $550) 5,000 (10,000, $500) (11,000, $300) 10,000 15,000 20,000 Quantity 1) In one/two sentences, describe why an oligopolistic firm might face this situation (what is the name of the pricing strategy that leads to this situation?) 2) Compute the elasticities and revenues at all THREE points shown on the graph: (5000, 550), (10000, 500) and (11000,300). Elasticity Revenues (5000, $550) = $2,750,000 (10000, $500) = $5,000,000 (11000, $300) = $3,300,000
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