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**Graphing Inequalities** **Problem Statement:** Graph the solution set of the inequality \( -3x + 3 \geq -3 \). **Instructions:** 1. Solve the inequality to determine the range of \( x \). 2. Use the number line provided to graph the solution. **Number Line:** A horizontal number line ranges from -5 to 5. Points on the number line are marked at each integer. **Tools for Graphing:** - **Clear All**: A button to clear the current graph. - **Draw Options**: - An arrow to indicate the direction of the inequality. - A filled circle used for inequalities that include the number (greater than or equal to, less than or equal to). - A hollow circle for inequalities that do not include the number (greater than, less than). **Action Button:** - **Submit Question**: Clicking this will submit your graph. Ensure the graph accurately represents \( x \) values that satisfy the given inequality.

**Graphing Inequalities** **Problem Statement:** Graph the solution set of the inequality \( -3x + 3 \geq -3 \). **Instructions:** 1. Solve the inequality to determine the range of \( x \). 2. Use the number line provided to graph the solution. **Number Line:** A horizontal number line ranges from -5 to 5. Points on the number line are marked at each integer. **Tools for Graphing:** - **Clear All**: A button to clear the current graph. - **Draw Options**: - An arrow to indicate the direction of the inequality. - A filled circle used for inequalities that include the number (greater than or equal to, less than or equal to). - A hollow circle for inequalities that do not include the number (greater than, less than). **Action Button:** - **Submit Question**: Clicking this will submit your graph. Ensure the graph accurately represents \( x \) values that satisfy the given inequality.

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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**Graphing Inequalities** **Problem Statement:** Graph the solution set of the inequality \( -3x + 3 \geq -3 \). **Instructions:** 1. Solve the inequality to determine the range of \( x \). 2. Use the number line provided to graph the solution. **Number Line:** A horizontal number line ranges from -5 to 5. Points on the number line are marked at each integer. **Tools for Graphing:** - **Clear All**: A button to clear the current graph. - **Draw Options**: - An arrow to indicate the direction of the inequality. - A filled circle used for inequalities that include the number (greater than or equal to, less than or equal to). - A hollow circle for inequalities that do not include the number (greater than, less than). **Action Button:** - **Submit Question**: Clicking this will submit your graph. Ensure the graph accurately represents \( x \) values that satisfy the given inequality.
Transcribed Image Text:**Graphing Inequalities** **Problem Statement:** Graph the solution set of the inequality \( -3x + 3 \geq -3 \). **Instructions:** 1. Solve the inequality to determine the range of \( x \). 2. Use the number line provided to graph the solution. **Number Line:** A horizontal number line ranges from -5 to 5. Points on the number line are marked at each integer. **Tools for Graphing:** - **Clear All**: A button to clear the current graph. - **Draw Options**: - An arrow to indicate the direction of the inequality. - A filled circle used for inequalities that include the number (greater than or equal to, less than or equal to). - A hollow circle for inequalities that do not include the number (greater than, less than). **Action Button:** - **Submit Question**: Clicking this will submit your graph. Ensure the graph accurately represents \( x \) values that satisfy the given inequality.
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