Graphing Linear Functions

Corey Rasmussen, Oct 15, 2019

Table of Contents

  1. Plotting Points
    1. Copy of Plotting Points: Dynamic Illustrator
    2. Plotting Points (x,y): Quiz
    3. Battleship in the Coordinate Plane!
    4. Rant Rant Rant Rant!
  2. Slope
    1. Slope: Interactive Introduction
    2. Quick Slope Types Illustrator
    3. Quick Slope Type Quiz
    4. Slope Types Quiz 2
    5. Slope Assessment
    6. Rise & Run (Revamped)
    7. Slope (Quiz) III
  3. Graphing Linear Functions
    1. Blueprint Equation of a Line
    2. Quiz: Graphing Linear Equations (V1)
    3. Quiz: Graphing Linear Equations (V3)
    4. Graphing Linear Equations Written in Standard Form: Quiz (V1)
    5. Working with Linear Equations Written in Standard Form: Quiz (V2-A)
    6. Working with Linear Equations Written in Standard Form: Quiz (V2-B)
  4. Translations
    1. Horizontal and Vertical Translations

1.

Plotting Points

  • 1. Copy of Plotting Points: Dynamic Illustrator
  • 2. Plotting Points (x,y): Quiz
  • 3. Battleship in the Coordinate Plane!
  • 4. Rant Rant Rant Rant!

1.1.

Copy of Plotting Points: Dynamic Illustrator

The applet below dynamically illustrates how to plot a point (x, y) in the coordinate plane. [br][br][b][color=#9900ff]Use the purple slider to choose an x-coordinate.[/color][/b][br][b][color=#1e84cc]Use the blue slider to choose a y-coordinate.[/color] [/b][br][br]Select the [b][color=#38761d]Plot Point[/color][/b] button to plot this point in the coordinate plane.
– Corey Rasmussen, Tim Brzezinski

1.2.

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1.3.

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1.4.

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2.

Slope

  • 1. Slope: Interactive Introduction
  • 2. Quick Slope Types Illustrator
  • 3. Quick Slope Type Quiz
  • 4. Slope Types Quiz 2
  • 5. Slope Assessment
  • 6. Rise & Run (Revamped)
  • 7. Slope (Quiz) III

2.1.

Slope: Interactive Introduction

Directions:
Use the interactive coordinate plane to learn about slope. Move the points around and see what happens to the numbers in the slope. [br][br]Pay special attention to when the slope is a whole number.
Where in the ratio is the value of the [b]rise[/b] (green line)?
Where in the ratio is the value of the [b]run[/b] (red line)?
Always make sure to ________ the fraction is possible?
– Corey Rasmussen, Tim Brzezinski

2.2.

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2.3.

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2.4.

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2.5.

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2.6.

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2.7.

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3.

Graphing Linear Functions

  • 1. Blueprint Equation of a Line
  • 2. Quiz: Graphing Linear Equations (V1)
  • 3. Quiz: Graphing Linear Equations (V3)
  • 4. Graphing Linear Equations Written in Standard Form: Quiz (V1)
  • 5. Working with Linear Equations Written in Standard Form: Quiz (V2-A)
  • 6. Working with Linear Equations Written in Standard Form: Quiz (V2-B)

3.1.

Blueprint Equation of a Line

Use the applet to recognize the patterns of graphing a linear equation. With the link below, you will be provided some practice in understanding the foundation of slope intercept form. You can either print the document or copy it down on a separate sheet of paper.[br][br][color=#0000ff][url=https://docs.google.com/document/d/1hyswsg4441bG2kHnj_Qy9iaVs9W0oEWdH1SngdrjFLM/edit?usp=sharing]Blueprint Equation of a Non-Vertical Line[/url] <------ This is the link[/color]
– Corey Rasmussen, Tim Brzezinski

3.2.

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3.3.

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3.4.

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3.5.

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3.6.

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4.

Translations

  • 1. Horizontal and Vertical Translations

4.1.

Horizontal and Vertical Translations

Directions:
Below you will be experimenting with horizontal and vertical translations. You will have to pay close attention to the line and the values of h and k. [br][br]Use the sliders to come to a conclusion about how h and k will translate the line.
Horizontal and Vertical Translations.
Does the value of h show a horizontal or vertical translation?
Does the value of k show a horizontal or vertical translation?
– Corey Rasmussen

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