List of applets
Applet: Spherical coordinates (Interactive)
Illustration of spherical coordinates illustrating the effect of changing each of the three spherical coordinates on the location of a point.
Applet: Surfaces of constant $\phi$ in spherical coordinates (Interactive)
Illustration how the a surface of constant $\phi$ in spherical coordinates is a cone.
Applet: Surfaces of constant $\rho$ in spherical coordinates (Interactive)
Illustration how the a surface of constant $\rho$ in spherical coordinates is a sphere.
Applet: Surfaces of constant $\theta$ in spherical coordinates (Interactive)
Illustration how the a surface of constant $\theta$ in spherical coordinates is a half plane.
Applet: Spherical level surfaces
Illustration of two spherical level surfaces of a function of three variables.- Applet: Spruce budworm model (Animation, Interactive)
Illustration of the dynamical system modeling an outbreak of the spruce budworm population. - Applet: Spruce budworm outbreak movie (Animation)
- Applet: The standard unit vectors in two dimensions (Interactive)
The standard unit vectors in two dimensions, i and j, are length one vectors that point along the positive x-axis and positive y-axis. 
Applet: The standard unit vectors in three dimensions (Interactive)
The standard unit vectors in three dimensions, i, j, and k, are length one vectors that point along the positive x-axis, positive y-axis, and positive z-axis.
Applet: Stick figure position (Interactive)
The angles of a stick figure form a nine-dimensional vector determining the stick figure's configuration.
Applet: Choosing a surface in Stokes' theorem (Animation)
Illustration of multiple surfaces that could be chosen to use Stokes' theorem with a given curve.
Applet: Surface of revolution (Interactive)
Demonstration of forming a surface of revolution from the graph of a function of a single variable.
Applet: Graph of a trigonometric function
The surface formed by graphing $f(x,y)=\sin(xy)$.
Applet: Synchronizing oscillators (Animation, Interactive)
Illustration of phase oscillators that tend to synchronize as time increases
Applet: The Taylor polynomial (Interactive)
Illustration of an $n$th order Taylor polynomial.
Applet: A tetrahedron
The tetrahedron bounded by the coordinate planes and the plane through the three points (2,0,0), (0,3,0), and (0,0,1).
Applet: Translation, rescaling, and reflection (Interactive)
Illustration of translating, rescaling and reflecting a graph.
Applet: Demonstrating the cross section method for computing triple integral limits (Interactive)
A three-dimensional region that demonstrates the shadow method for computing triple integral limits.
Applet: Region bounded by paraboloids demonstrating the shadow method
A three-dimensional region that demonstrates the shadow method for computing triple integral limits.
Applet: Region bounded by planes demonstrating the shadow method
A three-dimensional region that demonstrates the shadow method for computing triple integral limits.
« Previous
| Page 17 of 18 |
Next »