Suppose that vertices of a hut-shaped triangle on a computer screen are given by the coordinates (1, 0), (5. 0). (5, 3), (3. 5) & (1, 3). Transform this hut in following order 1. Reflect it along x-axis 2. Rotate it 180° counterclockwise i. Write 2*2 matrices for each transformation. Representing the above hut-shaped in form of data matrix, apply these transformations one by one and draw it at each step Find a single matrix of the composite transformation which performs both transformations at once. Apply it to the hut and draw it. It should be the same with the one obtained in part i. ii.
Suppose that vertices of a hut-shaped triangle on a computer screen are given by the coordinates (1, 0), (5. 0). (5, 3), (3. 5) & (1, 3). Transform this hut in following order 1. Reflect it along x-axis 2. Rotate it 180° counterclockwise i. Write 2*2 matrices for each transformation. Representing the above hut-shaped in form of data matrix, apply these transformations one by one and draw it at each step Find a single matrix of the composite transformation which performs both transformations at once. Apply it to the hut and draw it. It should be the same with the one obtained in part i. ii.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section9.7: The Inverse Of A Matrix
Problem 27E
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