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  1. Euler Angle Sequences Often a sequence like (x y z) is used: • Rotate about x axis, then y axis, then z axis But any sequence works! (Rotation about z, x’ and z’) Note: Tait-Bryan vs Proper Euler

  2. Examples Question 2: Rotate each of the shapes below as instructed, using the origin, (0,0), as the centre of rotation. Question 3: Rotate each of the shapes below as instructed. Question 4: Describe …

  3. R2 rotates the plane by an angle of 0. That is, it doesn't rotate the plane at all. It's just the identity function for the plane. Below is the picture of a shape in the plane. It's a triangle, and we'll. Let's …

  4. Rotating Quadratic Equations To eliminate the -term in the general quadratic equation xy Ax2 + Bxy + Cy2 + Dx + Ey + F = 0 where = 0 B 6 ; ; rotate the coordinate axes through an angle that satis es cot …

  5. In the final state, the wheel has a large angular momentum pointing vertically upward, so the stool and student must rotate clockwise to have an equal and opposite downward angular momentum.

  6. Name: Worksheet 13.7 (2) Rotations Directions: Rotate each figure about point C, by the indicated degree measures. Make sure to list the first transformations as prime and second transformation as …

  7. Quaternions are very efficient for analyzing situations where rotations in R3 are involved. A quaternion is a 4-tuple, which is a more concise representation than a rotation matrix. Its geo-metric meaning is …