MAT 212 Chapter Notes - Chapter 9: Logarithmic Spiral, Conic Section, Hyperbola

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22 Jan 2018
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Parametric curves are all of the points that lie in a curve. A parameter is always the variable, t, which is time. The internal point is always the following original point: (f (a) , g (a)) The internal point is always the following ending point: (f (b) , g (b)) Enter the questions for the parametric curves. The following is the actual length of the arc: The following is the rest of the general info for cycloids: |ot | = arc p t = r . |qc| = rcos ( ) x = |ot | |p q| = r rsin( ) = r ( sin( )) y = |t c| |qc| = r rcos( ) = r (1 cos( )) The following is the info about parametric equations for cycloids: x. The following chart is the info about parametric equations for cycloids in a table: x y. 9. 2 calculus with parametric curves notes: sterling.

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