Suppose once again that a market demand schedule for a resource is P = 200 - 4Q and the market supply schedule is P = 80 + 2Q. There are two periods only, current period, denoted as t-0, and second, denoted as t-1. What would be the intertemporal equilibrium price of the resource in the next period (P1), when r = 10%? O A. P"= $138.15 O B. P,"= $140.95 OC.P,"= $148.57 O D.P"= $120 %3!
Suppose once again that a market demand schedule for a resource is P = 200 - 4Q and the market supply schedule is P = 80 + 2Q. There are two periods only, current period, denoted as t-0, and second, denoted as t-1. What would be the intertemporal equilibrium price of the resource in the next period (P1), when r = 10%? O A. P"= $138.15 O B. P,"= $140.95 OC.P,"= $148.57 O D.P"= $120 %3!
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:QUESTION 25
Suppose once again that a market demand schedule for a resource is P = 200 - 4Q and the market
supply schedule is P =
second, denoted as t=1. What would be the intertemporal equilibrium price of the resource in the next
period (P1), when r= 10%?
%D
80 + 20. There are two periods only, current period, denoted as t-0, and
OA P- $138.15
O B. P,"= $140.95
OCP= $148.57
OD.P;"= $120
%3!
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