Calculus IV Project 1 Pictures Fall 1998

Below are thumbnails of digital pictures taken of a few of the projects turned in along with my brief notes on each.  Each thumbnail also links to the full image, but be warned that these are quite large.
 
 
This was an extremely entertaining account of how Mel, the water beetle, wanted to surf on the ripples created by a rock thrown into her pond, and needed to find the gradient for the best surfing.
This was a nice model of the surface z=4xy-x4-y4-1, with work to examine its extrema and saddle point.
This was an excellent examination of a hyperboloid of one sheet (made out of a couple of truncated premade styrofoam bells) via its level curves to determine te parameters of its equation.
This was a deluxe version of the surface z=sin(sqrt(x2+y2)) along with coordinate planes, scaled axes, and a moveable tangent plane.
This was an impressive fold-out display showing the level curves of the paraboloid z=x2+y2, along with tables and explanation.