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Write equations for the vertical and horizontal lines passing through the point (-8, 0).

Write equations for the vertical and horizontal lines passing through the point (-8, 0).

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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**Writing Equations of Vertical and Horizontal Lines** *Objective:* Write equations for the vertical and horizontal lines passing through the point \((-8,0)\). --- **Instructions:** 1. Identify the equations of the vertical and horizontal lines that pass through a specific point given as \((-8,0)\). 2. Use the input fields provided to enter the equations. --- **Input Section:** * Vertical Line Equation: * Horizontal Line Equation: --- **Buttons Available:** * **X:** This button may represent the tool to input the variable \(x\). * **⟳:** This button may represent a reset or refresh option. * **?**: This button may represent a help or hint option. --- **Note:** Ensure the correct format for the equations is used for vertical and horizontal lines. **Vertical Line Equation:** This line is characterized by all points having the same x-coordinate. For point \((-8,0)\), the equation is \(x = -8\). **Horizontal Line Equation:** This line is characterized by all points having the same y-coordinate. For point \((-8,0)\), the equation is \(y = 0\). --- Once you have completed entering the equations, press the "Continue" button to proceed. --- **Example:** If the point given was \((3, 5)\): * Vertical Line Equation: \(x = 3\) * Horizontal Line Equation: \(y = 5\) --- © 2021 McGraw Hill
Transcribed Image Text:**Writing Equations of Vertical and Horizontal Lines** *Objective:* Write equations for the vertical and horizontal lines passing through the point \((-8,0)\). --- **Instructions:** 1. Identify the equations of the vertical and horizontal lines that pass through a specific point given as \((-8,0)\). 2. Use the input fields provided to enter the equations. --- **Input Section:** * Vertical Line Equation: * Horizontal Line Equation: --- **Buttons Available:** * **X:** This button may represent the tool to input the variable \(x\). * **⟳:** This button may represent a reset or refresh option. * **?**: This button may represent a help or hint option. --- **Note:** Ensure the correct format for the equations is used for vertical and horizontal lines. **Vertical Line Equation:** This line is characterized by all points having the same x-coordinate. For point \((-8,0)\), the equation is \(x = -8\). **Horizontal Line Equation:** This line is characterized by all points having the same y-coordinate. For point \((-8,0)\), the equation is \(y = 0\). --- Once you have completed entering the equations, press the "Continue" button to proceed. --- **Example:** If the point given was \((3, 5)\): * Vertical Line Equation: \(x = 3\) * Horizontal Line Equation: \(y = 5\) --- © 2021 McGraw Hill
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