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The graph of a linear equation is shown.a. If the coordinates of point $M$ are substituted into the equation, will the result be true or false?b. If the coordinates of point $N$ are substituted into the equation, will the result be true or false?
$$\text { a)true } b \text { ) false }$$
Algebra
Chapter 3
Graphing Linear Equations and Inequalities in Two Variables; Functions
Section 2
Graphing Linear Equations
Graphs and Statistics
Equations and Inequalities
Linear Functions
Systems of Equations and Inequalities
Missouri State University
Campbell University
Harvey Mudd College
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So here we have the sketch of a linear equation and were given to different points. M and N. We need to determine whether or not these two points would make the equation of the line true. So let's first look at point M the 0.0.23 in order for the equation to be true. In order for this point to be a solution, the point must be on the line. So if we go to our graph and we look at the point for M 23 we noticed that it's actually on the line so we can conclude that this would make the equation true. Now consider the point and negative 11 Since this point is not on the given line, this particular point would not be a solution to the equation. So it would not make the equation troop. Here we have a false statement
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