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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] C++     memory allocation         computer unit conversion  C++ math.h library  2nd  3rd  4th  5th  6th  C++ trig functions  calculator  [See scientific calculator] Cannon Physics (CD-ROM demo)  2nd  3rd  Cartesian coordinates  2nd  3rd  4th      converting polar coordinates to  2nd          example 4.4  2nd      converting to polar coordinates  2nd          example 4.5  2nd      in 3D  2nd      scalar multiplication (example 4.11)      self-assessment          solutions  CD-ROM demo     Matrix Vortex (matrices)  2nd      Matrix Vortex (vectors)  2nd  CD-ROM demos     collision detection  2nd      collisions  2nd  3rd  4th  5th      equations of motion  2nd      projectile motion  2nd  3rd      transformations  2nd  3rd  4th  center (circles)  center point     rotating objects about  2nd  3rd  4th  5th      scaling objects with respect to (example 6.11)  2nd  circle-circle collision detection (example 2.12)  2nd  circle-circle collision detection (listing 2.1)  2nd  circles  2nd  3rd  4th  5th  [See also spheres]6th      collision detection  2nd  3rd  4th  5th  6th          CD-ROM demo  2nd          circle-circle collision (example 2.12)  2nd          self-assessment      determining equation of (example 2.10)  2nd  3rd      self-assessment  2nd          solutions      sketching         example 2.8  2nd  3rd  4th          example 2.9  2nd  3rd      unit circle  2nd  3rd  4th  5th  circular motion  [See rotational motion] classes     3D vector class  2nd      matrices  coefficient of friction  2nd  3rd  coefficient of restitution  collision detection     CD-ROM demo  2nd      false collisions  2nd  3rd  4th  5th      self-assessment          solutions      with circles  2nd  3rd  4th  5th  6th          circle-circle collision (example 2.12)  2nd      with spheres  2nd  3rd  4th          sphere-sphere collision detection (example 2.13)  2nd  collisions     CD-ROM demo  2nd  3rd  4th  5th      coefficient of restitution      conservation of momentum theorem  2nd  3rd  4th          elastic collisions (example 13.9)  2nd  3rd          example 13.7  2nd          perfectly inelastic collisions (example 13.8)  2nd          self-assessment  2nd  3rd      elastic collisions      impulse  2nd  3rd  4th          self-assessment  2nd  3rd      impulse-momentum theorem  2nd  3rd  4th          example 13.6  2nd      linear collisions  2nd      momentum  2nd  3rd          1D calculations (example 13.4)  2nd          3D calculations (example 13.5)  2nd          self-assessment  2nd  3rd      perfectly inelastic collisions      with stationary objects  2nd  3rd  4th          axis-aligned vector reflection (example 13.1)  2nd          non-axis-aligned vector reflection  2nd  3rd  4th  5th  6th  7th  8th  9th  10th  11th  12th  13th  14th          self-assessment  2nd  3rd  combo matrices      debugging  2nd  3rd      rotating objects  2nd  3rd  4th  5th          3D rotation (example 6.12)  2nd  3rd      scaling objects (example 6.11)  2nd      self-assessment  2nd          solutions      transposing  2nd  3rd  4th  commands     intrinsic  2nd  commutative law of vector addition  2nd  commutative laws     cross product  2nd      matrix multiplication  2nd  compacting     fundamental period      sine wave horizontally (example 3.9)  2nd      sine wave vertically (example 3.11)  2nd  components  [See Cartesian coordinates] computer unit conversion  2nd      bytes  2nd  3rd      decimal versus binary  2nd          converting binary to decimal  2nd          converting binary to decimal (example 7.7)          converting decimal to binary  2nd          converting decimal to binary (example 7.8)  2nd      gigabytes to bits (example 7.9)      memory allocation      self-assessment          solutions  concatenation      debugging combo matrices  2nd  3rd      rotating objects  2nd  3rd  4th  5th          3D rotation (example 6.12)  2nd  3rd      scaling objects (example 6.11)  2nd      self-assessment  2nd          solutions      transposing matrices  2nd  3rd  4th  conservation of mechanical energy  2nd  3rd  4th      calculating (example 12.7)  2nd      modified for friction and air resistance          example 12.8  2nd      self-assessment          solutions  conservation of momentum theorem  2nd  3rd  4th      elastic collisions (example 13.9)  2nd  3rd      example 13.7  2nd      perfectly inelastic collisions (example 13.8)  2nd      self-assessment  2nd          solutions  constant acceleration     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  constant velocity      displacement between frames      displacement between frames (example 8.2)  2nd      displacement with constant velocity      displacement with constant velocity (example 8.1)  2nd  constants     for conversion factors  converse of Pythagorean theorem  conversion factors  2nd  3rd  4th  [See also formulas]5th      bytes  2nd  3rd      newtons  2nd      self-assessment          solutions  converting     binary numbers to decimal numbers  2nd      binary numbers to decimal numbers (example 7.7)      Cartesian coordinates         to polar coordinates  2nd  3rd  4th      decimal numbers to binary numbers  2nd      decimal numbers to binary numbers (example 7.8)  2nd      degrees to radians  2nd  3rd  4th          example 3.3      gigabtyes to bits (example 7.9)      kilometers to meters (example 7.2)      meters to kilometers (example 7.1)      miles per hour squared to meters per second squared (example 7.6)  2nd      miles per hour to meters per second (example 7.5)  2nd      miles to meters (example 7.4)  2nd      OpenGL to DirectX  2nd  3rd  4th      polar coordinates         to Cartesian coordinates  2nd  3rd  4th      radians to degrees  2nd  3rd  4th          example 3.4      weeks to seconds (example 7.3)  2nd  coordinates     Cartesian coordinates  2nd  3rd  4th          converting to polar coordinates  2nd  3rd  4th          in 3D  2nd          scalar multiplication (example 4.11)          self-assessment  2nd      polar coordinates  2nd  3rd  4th  5th          converting to Cartesian coordinates  2nd  3rd  4th          scalar multiplication          scalar multiplication (example 4.10)  2nd          self-assessment  2nd  corresponding entries (matrices)  cosecant  2nd  [See also trigonometric functions] cosine  [See also trigonometric functions]2nd  [See also arccosine]     and unit circle      defining (example 3.5)  2nd  3rd      graphing  2nd  3rd  4th      sum and difference identities  2nd          example 3.15          example 3.16      usage of (example 3.6)  2nd  3rd  cotangent  2nd  [See also trigonometric functions]     trigonometric identity  cross product  2nd      angle between vectors  2nd          example 4.17  2nd      example 4.15      perpendicular vectors  2nd  3rd  4th  5th      self-assessment          solutions      surface normal          example 4.16  2nd

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