Graphing the systems That is correct! There is a coordinate point that is a solution for both the equationy=2x+1 and y= -x + 4, and the coordinate point is (2,4) 10 When you have two or more linear equations, it is called a "system of linear equations". The solution to a system of linear equations consists of the x-value and y-value that make BOTH equations true. Graphically, this appears as the point where the lines intersect. -10 -5 10 If you are trying to decide whether a system of equations has a solution, would you rather have the equations or the graphs? Why? -5 Graphically equations -10

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.7: Solving Systems Of Linear And Quadratic Equations
Problem 30HP
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r 4 Part 1: Solutions to a System Day 2
6 of 10
Next >
Graphing the systems
10
That is correct! There is a coordinate point that is a
solution for both the equationy= 2x + 1 and
y = -x +4, and the coordinate point is (2,4)
When you have two or more linear equations, it is
called a "system of linear equations". The solution to a
system of linear equations consists of the x-value and
y-value that make BOTH equations true.
-5
Graphically, this appears as the point where the lines
intersect.
-10
-5
10
If you are trying to decide whether a system of
equations has a solution, would you rather have the
equations or the graphs? Why?
-5
Graphically
equations
-10
Transcribed Image Text:r 4 Part 1: Solutions to a System Day 2 6 of 10 Next > Graphing the systems 10 That is correct! There is a coordinate point that is a solution for both the equationy= 2x + 1 and y = -x +4, and the coordinate point is (2,4) When you have two or more linear equations, it is called a "system of linear equations". The solution to a system of linear equations consists of the x-value and y-value that make BOTH equations true. -5 Graphically, this appears as the point where the lines intersect. -10 -5 10 If you are trying to decide whether a system of equations has a solution, would you rather have the equations or the graphs? Why? -5 Graphically equations -10
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