Q1. given the following two equations, answer the questions that follow: Q=4p *-. (1) Q=200-6p (2) 1 Identify the demand equation and supply equation? 2 What does the number (4) in equation (1) indicate? 3 What does the number 200 in equation (2) indicate?

ENGR.ECONOMIC ANALYSIS
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ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
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%AV .
7 Suggest an effective
minimum price, and
another effective
maximum price, and
show what effect
will each have.
Q2. Show the effect of each of the following changes on
demand, supply, Equilibrium price, and equilibrium
quantity of domestic lamb. (you can only use one or
more of the following expressions: [increase, decrease,
no effect, indeterminate]
Demand
Supply
Eq. Price
Eq. quantity
Transcribed Image Text:%AV . 7 Suggest an effective minimum price, and another effective maximum price, and show what effect will each have. Q2. Show the effect of each of the following changes on demand, supply, Equilibrium price, and equilibrium quantity of domestic lamb. (you can only use one or more of the following expressions: [increase, decrease, no effect, indeterminate] Demand Supply Eq. Price Eq. quantity
%AV ,
Q1. given the following two equations, answer the
questions that follow:
Q=4p
.(1).
Q=200-6p .
(2)
1 Identify the demand
equation and supply
equation?
2 What does the
number (4) in
equation (1)
indicate?
3 What does the
number 200 in
equation (2)
indicate?
4 What does the
number 6 in
equation (2)
indicate?
5 Solve for the
equilibrium point
mathematically.
6 Solve for the
equilibrium point
graphically.
7 Suggest an effective
minimum price, and
another effective
maximum price, and
show what effect
will each have.
Transcribed Image Text:%AV , Q1. given the following two equations, answer the questions that follow: Q=4p .(1). Q=200-6p . (2) 1 Identify the demand equation and supply equation? 2 What does the number (4) in equation (1) indicate? 3 What does the number 200 in equation (2) indicate? 4 What does the number 6 in equation (2) indicate? 5 Solve for the equilibrium point mathematically. 6 Solve for the equilibrium point graphically. 7 Suggest an effective minimum price, and another effective maximum price, and show what effect will each have.
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