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  1. Vector-Valued Functions, Differentiation, Integration, Projectile Motion Problems - Calculus

    Vector-Valued Functions, Differentiation, Integration, Projectile Motion Problems - Calculus

    34
  2. Vector-Valued Functions, Differentiation, Examples - Calculus

    Vector-Valued Functions, Differentiation, Examples - Calculus

    95
    2
  3. Integrating Vector-Valued Functions, Projectile Motion - Calculus 3

    Integrating Vector-Valued Functions, Projectile Motion - Calculus 3

    113
    1
  4. Vector-Valued Function, Integration - Calculus

    Vector-Valued Function, Integration - Calculus

    78
    1
  5. Vector-Valued Functions and Motion in 2D Space - Calculus

    Vector-Valued Functions and Motion in 2D Space - Calculus

    74
  6. Vector-Valued Functions, Curves and Motion in 3D Space, Differentiation -Calculus 3

    Vector-Valued Functions, Curves and Motion in 3D Space, Differentiation -Calculus 3

    108
  7. Parametric Equations, Polar Coordinates and Vector-Valued Functions - Unit 9 - AP Calculus BC

    Parametric Equations, Polar Coordinates and Vector-Valued Functions - Unit 9 - AP Calculus BC

    34
  8. Mean Value Theorem, Integration, Average Value, Continuous Function - Calculus

    Mean Value Theorem, Integration, Average Value, Continuous Function - Calculus

    49
  15. Kinematics, Non-Uniform Motion, Non-Constant Acceleration, 1D Motion - Physics (Mechanics)

    Kinematics, Non-Uniform Motion, Non-Constant Acceleration, 1D Motion - Physics (Mechanics)

    14
    1
  18. Exercise 3: Proof of Formulas 2 and 3: Derivative of a Function Multiplied by a Vector Function

    Exercise 3: Proof of Formulas 2 and 3: Derivative of a Function Multiplied by a Vector Function

    104
    1
  20. Limits Explained, Definition, Examples, Worksheet, Practice Problems - Calculus

    Limits Explained, Definition, Examples, Worksheet, Practice Problems - Calculus

    220
    1
  25. Calculus: The graphs of f and g are given: (a) State the value of f(-4) and g(3), b) Domain Range

    Calculus: The graphs of f and g are given: (a) State the value of f(-4) and g(3), b) Domain Range

    12
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