Match the solution region of each system of linear inequalities with one of the four regions shown in the figure.x+2y s 12x-2y 2 09.10. x+2y 2 12x- 2y s 011. x+2y 2 1212. x+2y s 12II6,3)x- 2y 2 0x- 2y s 0-20IVIV I I ||Drag each of the regions given above and shown in the figure into the appropriate system of linear inequalities below to complete questions 9 through 12.9.10.11.12.Drag your answer(s) to the correct position.O Type here to search99+%23近

For the given inequalities, consider the lines equations asFinding the intersection points,Adding…

Match the solution region of each system of linear inequalities with one of the four regions shown in the figure. 9. x+2y s 12 10. x+2y 2 12 x- 2y 2 0 x- 2y s 0 12. x+2y s 12 11. x+2y 2 12 x- 2y 2 0 x- 2y s 0

Match the solution region of each system of linear inequalities with one of the four regions shown in the figure. 9. x+2y s 12 10. x+2y 2 12 x- 2y 2 0 x- 2y s 0 12. x+2y s 12 11. x+2y 2 12 x- 2y 2 0 x- 2y s 0

Elementary Linear Algebra (MindTap Course List)

8th Edition

ISBN:9781305658004

Author:Ron Larson

Publisher:Ron Larson

Chapter1: Systems Of Linear Equations

Section1.1: Introduction To Systems Of Linear Equations

Problem 90E: Consider the system of linear equations in x and y. ax+by=ecx+dy=f Under what conditions will the...

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Question

Match the solution region of each system of linear inequalities with one of the four regions shown in the figure.
x+2y s 12
x-2y 2 0
9.
10. x+2y 2 12
x- 2y s 0
11. x+2y 2 12
12. x+2y s 12
II
6,3)
x- 2y 2 0
x- 2y s 0
-20
IV
IV I I ||
Drag each of the regions given above and shown in the figure into the appropriate system of linear inequalities below to complete questions 9 through 12.
9.
10.
11.
12.
Drag your answer(s) to the correct position.
O Type here to search
99+
%23
近

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Step 2: Part - 9 (Determining the solution region)

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Step 3: Part - 10 (Determining the solution region)

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Step 4: Part - 11 (Determining the solution region)

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Step 5: Part - 12 (Determining the solution region)

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Step 6: Graphing the combined solution region

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