MAT $343$ LAB $4$ Problem $4$

Adapt the procedure developed in Exercise $3,$ to

Rescale the axis by using axis $(-7,7,-7,7)$

Enter the rotation matrix that rotates counterclockwise by increments of $\frac{}{6}$ about the origin and store it in the variable Q $.$

Enter the dilation matrix tr dilates by a factor of $\frac{7}{6}$ and store it in the variable D$1.$

Use Q$,$ D$1$ and a for loop to rotate the square about the origin by increments of $\frac{}{6}$ for a total angle of $2$ and expanding at the same time by a factor of $\frac{7}{6}.$

Enter the contraction matrix that contracts by a factor of $\frac{6}{7}$ and store it in D$2.$

Enter the rotation matrix that rotates the square clockwise by increments of $\frac{}{6}$ about the origin and store it in the variable Q$2.$

Use Q$2,$ D$2$ and a for loop to rotate the square clockwise by increments of $\frac{}{6}$ for a total angle of $2$ and contracting it until it shrinks to its original size and original location.

For your convenience the main part of the code, taken from Example $6,$ is included in the script box. Fill in the missing parts. Don't forget to include your name in the script.

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