Appendix 1 Applying Graphs to Economics Key Concepts

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Appendix 1 Applying Graphs to Economics • Key Concepts • Summary • Practice Quiz

Appendix 1 Applying Graphs to Economics • Key Concepts • Summary • Practice Quiz © 2004 Thomson/South-Western

What is a direct relationship between two variables? When one increases, the other increases

What is a direct relationship between two variables? When one increases, the other increases and vice versa 3

What is an inverse relationship between two variables? When one increases, the other decreases

What is an inverse relationship between two variables? When one increases, the other decreases and vice versa 4

What is the slope of a line? The ratio of change in the variable

What is the slope of a line? The ratio of change in the variable on the vertical axis (the rise or fall) to change in the variable on the horizontal axis (the run). 5

Slope = rise/run = vertical axis/ horizontal axis = Y/ X 6

Slope = rise/run = vertical axis/ horizontal axis = Y/ X 6

Expenditure for Personal Computer at Different Annual Incomes Personal Expenditure $1, 000 $2, 000

Expenditure for Personal Computer at Different Annual Incomes Personal Expenditure $1, 000 $2, 000 $3, 000 $4, 000 Annual Income $10, 000 $20, 000 $30, 000 $40, 000 7

Positive Sloping Curve Y 20 15 10 D C 5 5 10 15 20

Positive Sloping Curve Y 20 15 10 D C 5 5 10 15 20 X 8

Thousands Dollars Y D 4 3 2 1 C B A Y=1 X=10 10

Thousands Dollars Y D 4 3 2 1 C B A Y=1 X=10 10 20 Thousands 30 40 X 9

Quantity of Compact Discs Consumers Purchased at Different Prices Price per compact disc $20

Quantity of Compact Discs Consumers Purchased at Different Prices Price per compact disc $20 $15 $10 $5 Quantity of compact discs 25, 000 50, 000 75, 000 100, 000 10

Y Dollars 20 15 10 5 Negative Sloping Curve A B C Y=5 X=25

Y Dollars 20 15 10 5 Negative Sloping Curve A B C Y=5 X=25 D X 25 50 75 100 Millions 11

What is an independent relationship between two variables? When one variable changes, the other

What is an independent relationship between two variables? When one variable changes, the other variable is unchanged 12

Expenditure for Toothpaste at Different Annual Incomes Personal Expenditure $20 $20 Annual Income $10,

Expenditure for Toothpaste at Different Annual Incomes Personal Expenditure $20 $20 Annual Income $10, 000 $20, 000 $30, 000 $40, 000 13

Y Dollars 40 30 20 10 A B C D X=10 Y=0 10 20

Y Dollars 40 30 20 10 A B C D X=10 Y=0 10 20 30 40 Thousands X 14

Can slope vary along a curve? Yes, the slope of a curve can vary

Can slope vary along a curve? Yes, the slope of a curve can vary along the curve 15

Y 4 3 2 1 A Y=2 X=30 10 20 30 40 X 16

Y 4 3 2 1 A Y=2 X=30 10 20 30 40 X 16

Y 20 15 10 5 Y= -10 A X=50 X 25 50 75 100

Y 20 15 10 5 Y= -10 A X=50 X 25 50 75 100 17

How can I tell the difference between a movement along a curve and a

How can I tell the difference between a movement along a curve and a shift in the curve? When price changes, there is movement along a curve. When something other than price changes, the whole curve shifts 18

What is an example of a change other than price? When income increases the

What is an example of a change other than price? When income increases the whole demand curve shifts upward 19

Y 20 15 Annual Income $60, 000 10 5 Annual Income $30, 000 X

Y 20 15 Annual Income $60, 000 10 5 Annual Income $30, 000 X 25 50 75 100 20

Key Concepts 21

Key Concepts 21

 • What is a direct relationship between two variables? • What is the

• What is a direct relationship between two variables? • What is the slope of a line? • What is an inverse relationship between two variables? • What is an independent relationship between two variables? • Can slope vary along a curve? • What can change other than price? 22

Summary 23

Summary 23

Graphs provide a means to clearly show economic relationships in two -dimensional space. Economic

Graphs provide a means to clearly show economic relationships in two -dimensional space. Economic analysis is often concerned with two variables confined to the upper right-hand (northeast) quadrant of the coordinate number system. 24

Y A direct relationship D 4 3 2 1 C B A Y=1 X=10

Y A direct relationship D 4 3 2 1 C B A Y=1 X=10 10 20 30 40 X 25

Y 20 15 10 5 An inverse relationship A B C Y=5 X=25 D

Y 20 15 10 5 An inverse relationship A B C Y=5 X=25 D X 25 50 75 100 26

Y 40 30 20 10 An independent relationship A B C D X=10 Y=0

Y 40 30 20 10 An independent relationship A B C D X=10 Y=0 10 20 30 40 X 27

Y 4 3 2 1 Positive slope of an upward-sloping curve A Y=2 X=30

Y 4 3 2 1 Positive slope of an upward-sloping curve A Y=2 X=30 10 20 30 40 X 28

Y 20 15 10 5 Negative slope of an downward-sloping curve Y= -10 A

Y 20 15 10 5 Negative slope of an downward-sloping curve Y= -10 A X=50 X 25 50 75 100 29

A shift in a curve occurs only when the ceteris paribus assumption is relaxed

A shift in a curve occurs only when the ceteris paribus assumption is relaxed and a third variable not on either axis of the graph is allowed to change 30

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