4 Suppose that the inverse demand and supply functions are p = 200- x² and p = x² + 38, respectively (where x is quantity and p is price). Using integral, determine the consumer, producer and social surplus.

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
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Chapter17: Capital And Time
Section: Chapter Questions
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next x years is R(x) = 19 x where x = [0,6]. The annual interest rate is 12% compounded continuously.
3
32.5
Р
p-1
0.01
s) Suppose that the direct demand and direct supply functions are q = -1 and q = respectively (where q
is quantity and p is price). Show that the equilibrium price and quantity are 1.25 and 25, respectively. Using integral,
determine the consumer, producer and social surplus.
4
Suppose that the inverse demand and supply functions are p = 200- x² and p = x² + 38, respectively (where
x is quantity and p is price). Using integral, determine the consumer, producer and social surplus.
Transcribed Image Text:next x years is R(x) = 19 x where x = [0,6]. The annual interest rate is 12% compounded continuously. 3 32.5 Р p-1 0.01 s) Suppose that the direct demand and direct supply functions are q = -1 and q = respectively (where q is quantity and p is price). Show that the equilibrium price and quantity are 1.25 and 25, respectively. Using integral, determine the consumer, producer and social surplus. 4 Suppose that the inverse demand and supply functions are p = 200- x² and p = x² + 38, respectively (where x is quantity and p is price). Using integral, determine the consumer, producer and social surplus.
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