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Unit 7 Algebraic Models: Making ConnectionsGrade 9 AppliedLesson Outline BIG PICTURE Students will: describe relationships between variables graphically; use first differences to determine that relationships
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How to fill out linear equations ampamp graphsalgebra

01
Identify the variables in the linear equation.
02
Write the equation in the form y = mx + b where m is the slope and b is the y-intercept.
03
Plot the y-intercept on the graph.
04
Use the slope to find a second point on the line.
05
Connect the two points on the graph to draw the line.

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Linear equations and graphs in algebra involve representing relationships between variables using equations and visualizing these relationships on a graph.
Students studying algebra or related subjects may be required to solve and graph linear equations as part of their coursework.
Linear equations can be filled out by solving for the unknown variable(s) and plotting the resulting points on a graph to visualize the relationship between the variables.
The purpose of working with linear equations and graphs in algebra is to understand and analyze relationships between variables and make predictions based on the given information.
Important information to report on linear equations and graphs includes the variables involved, the coefficients of the variables, and the constants in the equations.
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