A number of domestic and foreign manufacturing produce
replacement parts and components for personal computer systems.
With axacting user specifications, products are standardized and
price competition is brutal. To illustrate the net amount of social
welfare generation in this hotly competitive markets, assume that
market supply and demand conditions for replacement tower cases can
be described as
Qs = - 175 + 12,5P
Qd = 125 – 2,5 P
a. Where Q is output in thousans of units and P is price per
unit
b. Use this graph to help you algebraically determine the amount of
consumer surplus producer surplus, and net social welfare generated
in market.
Qs= -175+12.5P
X intercept ( keeping P=0) = -175
Y intercept ( keeping Qs=0) = 14
Qd= 125-2.5P
X intercept ( keeping P=0) = 125
Y intercept ( keeping Qd= 0) = 50
At equilibrium Qd= Qs
125-2.5P= -175+12.5P
300= 15P
P*= 20
Qd*= Qs*= 125-2.5(20) = 75
Answer B) •Consumer surplus= Yellow region
Consumer surplus= Area of triangle ABC
Consumer surplus= (1/2)*base*height
base= 75
height= (50-20) = 30
Consumer surplus= (1/2)*75*30 = 1125
• Producer surplus= Green region
Producer surplus= Area of triangle CBD
Producer surplus= (1/2)*base*height
base= 75
Height= 20-14=6
Producer surplus= (1/2)*75*6 =225
•Net social welfare= Consumer surplus+ Producer surplus
Net social welfare= 1350
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