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Home Differentiation Chain Rule Parametric Equations |
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Parametric Equations
If a particle is moving in the plane, its position (x, y) at time t will be given by a pair of equations x = f(t), y = g(t). These are called parametric equations. The slope of the curve traced out by this particle can be found by the Chain Rule,
whenever the derivatives exist and f'(t) ≠ 0. This is a Chain Rule application of type (2).
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Home Differentiation Chain Rule Parametric Equations |
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