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a) M1 - expand x by a factor of 1.5 b) M2 - contract y by a factor of.pdf

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a) M1 - expand x by a factor of 1.5 b) M2 - contract y by a factor of 0.75 c) M3 - shear along x by a factor of 2 d) M4 - shear along y by a factor of 1.25 e) M5 - counterclockwise rotation by /4 f) M6 - clockwise rotation by /6 Problem 3: Consider the same unit circle C. Plot the resulting figure and compute its area after applying the following transformations: a) (M12)(M33)M5 b) (M21)(M42)M6.

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a) M1 - expand x by a factor of 1.5 b) M2 - contract y by a factor of 0.75 c) M3 - shear along x by a factor of 2 d) M4 - shear along y by a factor of 1.25 e) M5 - counterclockwise rotation by /4 f) M6 - clockwise rotation by /6 Problem 3: Consider the same unit circle C. Plot the resulting figure and compute its area after applying the following transformations: a) (M12)(M33)M5 b) (M21)(M42)M6

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This PowerPoint helps students to consider the concept of infinity.This PowerPoint helps students to consider the concept of infinity.
This PowerPoint helps students to consider the concept of infinity.
 
Making and Justifying Mathematical Decisions.pdf
Making and Justifying Mathematical Decisions.pdfMaking and Justifying Mathematical Decisions.pdf
Making and Justifying Mathematical Decisions.pdf
 

a) M1 - expand x by a factor of 1.5 b) M2 - contract y by a factor of.pdf

  • 1. a) M1 - expand x by a factor of 1.5 b) M2 - contract y by a factor of 0.75 c) M3 - shear along x by a factor of 2 d) M4 - shear along y by a factor of 1.25 e) M5 - counterclockwise rotation by /4 f) M6 - clockwise rotation by /6 Problem 3: Consider the same unit circle C. Plot the resulting figure and compute its area after applying the following transformations: a) (M12)(M33)M5 b) (M21)(M42)M6