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Graphing Lines from Function Tables w/Seesaw

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Graphing Lines from Function Tables w/Seesaw

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Click here for a brief video walkthrough of graphing lines from function tables using Seesaw.

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Check out our Math 8 Digital Word Wall, made with Book Creator App! If you click Read to Me, you'll have definitions read to you and additional explanations for various terms!

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This Book offers visuals, definitions, and audio explanations of 8th-grade math terms. All vocab words are aligned with Big Ideas Math.

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This video will walk you through examples relating to graphing lines based on function tables and determining slope from a line/two points (counting and formula methods).

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Use the links below to practice Chapter #4 concepts on Blooket!
• Types of/Determining Slope

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Click on the links below to play a Gimkit game on Chapter #4 concepts:
• Slope-Intercept Review Kit

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Use the following links to practice Chapter #4 concepts on Quizizz:
• Types of Slope

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Graphing Linear Equations - ANSWER KEY

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Seesaw creates a powerful learning loop between students, teachers, and families

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Visit IXL and work on the following recommendations:
• Slope-intercept form: write an equation from a graph

• Find the slope of a graph
• Find the slope from two points

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Notes/examples on graphing linear equations/functions from function tables.

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An equation whose graph is a line. The above graph represents the linear equation y = x + 1. All of the points on the line are the solution!

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A function table displays the relationship between the inputs and outputs of a specified linear equation. You can use inputs to perform substitution and find outputs for linear equations.

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A measure of the steepness of a line. We use the variable m to represent slope. Lines with positive slopes rise from left to right. Lines with negative slopes fall from left to right.

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Change in the y-value (vertical change) between two points on a line.

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Visit my Google Classroom and check under important links for the class code.

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Change in the x-value (horizontal change) between two points on a line.

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A linear equation written in the form y = mx + b. The slope of the line is m, and the y-intercept of the line is b.

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The y-coordinate of the point where the line crosses the y-axis. This point occurs when x = 0.

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We will commonly see lines expressed in the standard form of a linear equation, especially when we look at and write systems of linear equations. The standard form of a linear equation puts the x and y terms on the left-hand side of the equation and makes the coefficient of the x-term positive.

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The x-coordinate of the point where the line crosses the x-axis. This point occurs when y = 0.

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Graphing Linear Equations & Slope Formative Review

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Graphing Linear Equations & Slope Formative Review

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Writing Equations in Slope-Intercept Form from Graphs

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Writing Equations in Slope-Intercept Form from Graphs

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Writing Slope-Intercept Form Equations from Graphs

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Notice that regardless of the two points, the slope remains the same.

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Notes/examples on the basics of slope.