MAT 212 Lecture Notes - Lecture 25: Cycloid, Graphing Calculator, Nintendo Ds And 3Ds Storage Devices
Document Summary
Provide a generalization to each of the key terms listed in this section. Parametric curves are all of the points that lie in a curve. Parametric equations are the following equations for an xy-plane"s curve: x = f (t) y = g (t) a t b. 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. Cyclods are curves that are actually traced by a point on a rolling wheel"s rim. When it comes to cycloids, r is always the circle"s radius while the following is the circle"s center: 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 .
