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[SYMBOL] [A] [B] [C] [D] [E] [F] [G] [H] [I] [J] [K] [L] [M] [N] [O] [P] [R] [S] [T] [U] [V] [W] [X] [Y] [Z] vector product  [See cross product] vector reflection  2nd  3rd  4th      axis-aligned vector reflection  2nd          example 13.1  2nd      non-axis-aligned vector reflection  2nd  3rd  4th  5th  6th  7th  8th  9th          example 13.2  2nd  3rd          example 13.3  2nd  vectors  [See also direction]2nd      3D vector class  2nd      addition         3D numerical addition  2nd          commutative law of vector addition          graphical addition  2nd  3rd  4th  5th  6th  7th  8th  9th  10th          numerical addition  2nd  3rd  4th  5th  6th          self-assessment  2nd  3rd  4th      Cartesian coordinates  2nd  3rd  4th          converting to polar coordinates  2nd  3rd  4th          in 3D  2nd          self-assessment  2nd      cross product  2nd          angle between vectors  2nd  3rd  4th          example 4.15          perpendicular vectors  2nd  3rd  4th  5th          self-assessment  2nd          surface normal  2nd  3rd      defining  2nd      displacement  2nd          ***copy first level here***          versus distance  2nd  3rd  4th  5th      displacement with  2nd  3rd  4th  5th  6th          2D displacement (example 10.1)  2nd          3D displacement (example 10.2)  2nd      dot product  2nd  3rd  4th  5th          angle between vectors          angle between vectors (example 4.14)  2nd          checking object in view (example 4.13)  2nd  3rd          perpendicular check  2nd  3rd          positive and negative dot product  2nd          projection  2nd          self-assessment  2nd      Matrix Vortex CD-ROM demo  2nd      motion with         self-assessment  2nd  3rd      negative displacement (example 4.2)  2nd      normalization      notation  2nd      polar coordinates  2nd  3rd  4th  5th          converting to Cartesian coordinates  2nd  3rd  4th          self-assessment  2nd      positive displacement (example 4.1)  2nd      scalar multiplication  2nd          in Cartesian coordinates (example 4.11)          in polar coordinates          in polar coordinates (example 4.10)  2nd          normalizing vectors  2nd  3rd  4th  5th          self-assessment  2nd      storing in code  2nd      subtraction         3D numerical subtraction  2nd  3rd          numerical subtraction          self-assessment  2nd  3rd  4th      transpose (example 5.11)      velocity          ***copy first level here***      versus scalar values  2nd  3rd  4th  5th          self-assessment  2nd  velocity  2nd  [See also speed]3rd  4th      acceleration  2nd  3rd          angular acceleration  2nd          average acceleration  2nd  3rd  4th          average acceleration (example 9.4)  2nd          average angular acceleration  2nd  3rd  4th  5th          calculating (example 8.5)  2nd          deceleration (example 8.6)  2nd          graphing average acceleration  2nd  3rd  4th          instantaneous acceleration  2nd  3rd  4th  5th  6th  7th  8th  9th  10th  11th          instantaneous angular acceleration          self-assessment  2nd  3rd  4th  5th          tangential acceleration  2nd  3rd  4th          units of measurement          vertical motion (example 8.10)  2nd      average angular velocity  2nd  3rd          example 14.1  2nd      average velocity  2nd  3rd  4th  5th  6th  7th  8th  9th          between frames (example 8.4)  2nd          calculating (example 8.3)  2nd          example 9.1  2nd          graphing  2nd  3rd  4th          in 3D (example 10.3)  2nd      constant velocity          displacement between frames          displacement between frames (example 8.2)  2nd          displacement with constant velocity          displacement with constant velocity (example 8.1)  2nd      equations of motion  2nd  3rd  4th  5th  6th  7th  8th  9th  10th          CD-ROM demos  2nd          in 2D (example 10.4)  2nd          in 3D (example 10.5)  2nd          multiple equations example (8.9)  2nd          race car examples (8.7 and 8.8)  2nd  3rd          self-assessment  2nd      instantaneous angular velocity      instantaneous velocity  2nd  3rd  4th  5th  6th          derivatives  2nd  3rd  4th          example 9.2  2nd          in frames (example 8.4)  2nd      linear velocity         versus angular velocity      momentum  2nd  3rd          1D calculations (example 13.4)  2nd          3D calculations (example 13.5)  2nd      self-assessment  2nd  3rd  4th          solutions  2nd      tangential velocity  2nd  3rd  4th  5th  6th          example 14.4  2nd      versus speed      versus spped  vertex  vertex (parabolas)  2nd  vertical axis of symmetry (parabolas)  2nd  vertical components of projectiles  2nd  3rd      example 10.6  2nd  vertical motion     example 8.10  2nd      gravity  vertically compacting sine wave (example 3.11)  2nd  vertically stretching sine wave (example 3.10)  2nd  visualization  [See CD-ROM demos, graphing]

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