Matrix Transformations

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Instructions for manipulating an applet.

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Shared by: Robert Fant
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Given quadrilateral ABCD (preimage), perform various transformations to find the coordinates for it's image, quadrilateral A'B'C'D'. In the "Algebra Window," double-click on "u" and "v" to change the values of the transformation matrix. For a reflection over the x-axis , multiply the vertex matrix on the left by: 1 0  0 1   For a reflection over the y-axis , multiply the vertex matrix on the left by:  1 0   0 1   For a reflection over the line y = x , multiply the vertex matrix on the left by: 0 1  1 0    For a counterclockwise rotation of 90° , multiply the vertex matrix on the left by: 0 1 1 0    For a counterclockwise rotation of 180° , multiply the vertex matrix on the left by: 1 0   0 1   For a counterclockwise rotation of 270° , multiply the vertex matrix on the left by:  0 1  1 0   

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