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example 5 Car Rental Agency Chapter 8.1 The inequalities that satisfy the conditions given in the car rental problem are called the constraint inequalities for the problem. They form the system 71 1260 15 28 0 0 y x x y x y a. Graph the solution to the system. b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes. 2009 PBLPathways

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example 5. Car Rental Agency. Chapter 8.1. The inequalities that satisfy the conditions given in the car rental problem are called the constraint inequalities for the problem. They form the system. Graph the solution to the system. - PowerPoint PPT Presentation

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Page 1: example 5

example 5 Car Rental Agency

Chapter 8.1

The inequalities that satisfy the conditions given in the car rental problem are called theconstraint inequalities for the problem. They form the system

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

2009 PBLPathways

Page 2: example 5

2009 PBLPathways

The inequalities that satisfy the conditions given in the car rental problem are called theconstraint inequalities for the problem. They form the system

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

Page 3: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

Page 4: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

Page 5: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

x

y

Page 6: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

(0, 0)x

y

Page 7: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

(0, 0)

?

0 71 0

0 71

TRUE

x

y

Page 8: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

x

y

Page 9: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

1260 15

28

xy

x

y

Page 10: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

1260 15

28

xy

x

y

Page 11: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

a. Graph the solution to the system.

71y x

1260 15

28

xy

x

y

Page 12: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

71y x

1260 15

28

xy

x

y

Page 13: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

1260 1571

28

1988 28 1260 15

728 13

56 and 71 56 15

xx

x x

x

x y

(56, 15)

71y x

1260 15

28

xy

x

y

Page 14: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

1260 1571

28

1988 28 1260 15

728 13

56 and 71 56 15

xx

x x

x

x y

(56, 15)

71y x

1260 15

28

xy

x

y

Page 15: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

1260 1571

28

1988 28 1260 15

728 13

56 and 71 56 15

xx

x x

x

x y

(56, 15)

71y x

1260 15

28

xy

x

y

Page 16: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

(56, 15)

x

y

Page 17: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

0 71

71 and 0

x

x y

71y x

x

y

Page 18: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

0 71

71 and 0

x

x y

71y x

x

y

Page 19: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

0 71

71 and 0

x

x y

(71, 0)

71y x

x

y

Page 20: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

1260 15 0

28

45 and 0

y

y x

1260 15

28

xy

x

y

Page 21: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

1260 15 0

28

45 and 0

y

y x

1260 15

28

xy

x

y

Page 22: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

(0, 45)

x

y

Page 23: example 5

2009 PBLPathways

71

1260 15

280

0

y x

xy

x

y

b. Find the coordinates of the points where the borders intersect and the points where the region intersects the x- and y-axes.

(0, 45)

(71, 0)(56, 15)

(0, 0)x

y