Solve a System of Equations by Graphing Unit 5 Section 1 Unit 5 Section 1 Systems by Graphing.notebook

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Unit 5 Section 1 Systems by Graphing.notebook
February 23, 2016
Solve a System of Equations by Graphing
Unit 5
Section 1
Aug 7­11:15 AM
1
Unit 5 Section 1 Systems by Graphing.notebook
February 23, 2016
Unit 4: HW Packet: page 60
Feb 22­3:29 PM
2
Unit 5 Section 1 Systems by Graphing.notebook
February 23, 2016
Systems of Equations
Solve a System of Equations by Graphing
To solve a system of equations by Graphing:
1) Graph both equations
2) Find the point where both equations meet
1.)
y = x + 2
y = 3x ­ 2
2.)
­2x + y = 2
y = ­3x + 2
2
Feb 23­2:58 PM
3
Unit 5 Section 1 Systems by Graphing.notebook
3.)
February 23, 2016
y = x y = 4
4.)
y = 2x + 4
x + y = ­ 2
5.)
x = ­2 y = 3
Apr 19­12:45 PM
4
Unit 5 Section 1 Systems by Graphing.notebook
6.)
February 23, 2016
y = 2x ­ 3
y = 2x + 4
7.)
y = 3x ­ 4 2y = 6x ­ 8
Apr 19­1:50 PM
5
Unit 5 Section 1 Systems by Graphing.notebook
February 23, 2016
A system of equations that has at least one solution is consistent.
A consistent system that is independent exactly one solution.
A consistent system that is dependent has infinitely many solutions.
A system of equations that has no solution is inconsistent.
­Tell whether each graph has one solution, no solution or infinitely many solutions .
­Tell whether they are consistent, inconsistent, independent or dependent.
Feb 23­3:00 PM
6
Unit 5 Section 1 Systems by Graphing.notebook
February 23, 2016
Homework:
Homework Packet
pages 3 and 4
Feb 17­9:25 AM
7
Unit 5 Section 1 Systems by Graphing.notebook
February 23, 2016
Feb 17­9:42 AM
8
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