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Use rectangular grid paper as you work the following question. If the origin, O, is the projection point, determine the image of the triangle using a scale factor of 2. Determine the image coordinates of the three vertices of the triangle. 0 (6,8) (2,6) (10, 2) a. The image of the vertex (2, 6) has coordinates ([ b. The image of the vertex (10, 2) has coordinates c. The image of the vertex (6, 8) has coordinates

Use rectangular grid paper as you work the following question. If the origin, O, is the projection point, determine the image of the triangle using a scale factor of 2. Determine the image coordinates of the three vertices of the triangle. 0 (6,8) (2,6) (10, 2) a. The image of the vertex (2, 6) has coordinates ([ b. The image of the vertex (10, 2) has coordinates c. The image of the vertex (6, 8) has coordinates

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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**Instruction for Students:** Use rectangular grid paper as you work on the following question. **Question:** If the origin, \( O \), is the projection point, determine the image of the triangle using a scale factor of 2. Determine the image coordinates of the three vertices of the triangle. **Diagram Explanation:** The diagram contains a grid with three labeled points representing the vertices of a triangle: 1. Point \( (2, 6) \) 2. Point \( (10, 2) \) 3. Point \( (6, 8) \) The origin \( O \) is at the coordinate \( (0, 0) \). Lines are drawn from the origin to each vertex of the triangle. **Tasks to Complete:** a. The image of the vertex \( (2, 6) \) has coordinates \( ( \_\_\_ , \_\_\_ ) \). b. The image of the vertex \( (10, 2) \) has coordinates \( ( \_\_\_ , \_\_\_ ) \). c. The image of the vertex \( (6, 8) \) has coordinates \( ( \_\_\_ , \_\_\_ ) \). **Instructions:** For each vertex, multiply the original coordinates by the scale factor of 2 to find the new coordinates. For example, for vertex \( (2, 6) \): - Multiply \( 2 \) by \( 2 \) to get the new x-coordinate. - Multiply \( 6 \) by \( 2 \) to get the new y-coordinate. Repeat this process for the other vertices.
Transcribed Image Text:**Instruction for Students:** Use rectangular grid paper as you work on the following question. **Question:** If the origin, \( O \), is the projection point, determine the image of the triangle using a scale factor of 2. Determine the image coordinates of the three vertices of the triangle. **Diagram Explanation:** The diagram contains a grid with three labeled points representing the vertices of a triangle: 1. Point \( (2, 6) \) 2. Point \( (10, 2) \) 3. Point \( (6, 8) \) The origin \( O \) is at the coordinate \( (0, 0) \). Lines are drawn from the origin to each vertex of the triangle. **Tasks to Complete:** a. The image of the vertex \( (2, 6) \) has coordinates \( ( \_\_\_ , \_\_\_ ) \). b. The image of the vertex \( (10, 2) \) has coordinates \( ( \_\_\_ , \_\_\_ ) \). c. The image of the vertex \( (6, 8) \) has coordinates \( ( \_\_\_ , \_\_\_ ) \). **Instructions:** For each vertex, multiply the original coordinates by the scale factor of 2 to find the new coordinates. For example, for vertex \( (2, 6) \): - Multiply \( 2 \) by \( 2 \) to get the new x-coordinate. - Multiply \( 6 \) by \( 2 \) to get the new y-coordinate. Repeat this process for the other vertices.
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