For a square whose vertices are listed as below, form a composite matrix that wi

Question

For a square whose vertices are listed as below, form a composite matrix that will translate it to the origin, rotate it by 180 degrees counter-clockwise, and then translate it back to its original position. These transformations should be set up in a composite matrix. You should consider the translation of the square back to its original position as the simple inverse of the matrix that moved the square from its original position to the origin. Apply the composite matrix to each of the vertices listed below and then finally list each vertex

Explanation / Answer

the composite matrix is 1 0 0 0 1 0 0 0 1

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