Animations to download

download Maple file Description
area_build_s01.mws show the antiderivative function as accumulated area beneath a curve
areaConvergence.mws
 show convergence of rectangular areas to area beneath a curve
cycloid.mws
generate a variety of cycloid paths (parametric curves)
derivBuildAnim_s01.mws
show the derivative built as slope at a point, as point moves across graph
epsilon_deltaRational.mws
demo of limit for rational function:  as epsilon shrinks, watch corresponding values of delta shrink
epsilonDeltaTrig.mws
demo of limit for trig function:  as epsilon shrinks, watch corresponding values of delta shrink
newtonZoom.mws
demo of Newton's Method
NormalBinormalAnim.mws
vectors on a curve in 3-D (requires a vec_calc library:
vec_calc for Maple 7 
or 
vec_calc for Maple 6 or older versions)
parametric_movie.mws
trace out a family of parametric plots
secantAnim_f01.mws
show secant lines converging to tangent line
slicesOfCone.mws
generate conic sections
spirographs.mws
generate a family of parametric curves as done by Spirograph (see "An Envelope for a Spirograph", Simonson, College Math Journal, March, 1997)
Static_sldBtwnBthAx_s01.mws
(not an animation) region between two functions, revolved about any horizontal or vertical axis
taylorAnim.mws convergence of Taylor polynomial
vertexAnimation.mws
generializeVertexAnimation.mws
conjecture about path of critical points as a coefficient of a polynomial changes (Tilak de Alwis, ICTCM, November 1997; generalized by Gerlach and Spaulding)
volOfRev_RegBetween_s01.mws
solid of revolution obtained by the region between two curves
volOfRev_s01.mws
solid of revolution of a single function revolved about both axes
zoomAndReadStat.mws Create a sequence of pop-up windows that zoom on a point.  User specifies function, center of zoom, magnification factor, and number of windows desired.