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The purpose of this demo is to illustrate how hyperbolic functions and arc length integrals are used to model hanging cables.

This worksheet provides an examination of the Fundamental Theorem of Calculus both graphically and numerically using a graphing calculator.

Worksheets are provided with sample questions on investigating functions defined by integration. These exercises are useful for understanding the Fundamental Theorem of Calculus.
Graphs a function \(f (x)=g(x)h'(x)\) and the area under the graph of \(f (x)\) for a given interval, and shows the modifications made to \(f (x)\) and the area when considering \(u=g(x)\) and \(v
Students get to adjust the second segment of a piecewise linear function on an interval \([a,b]\) to make it continuous or not.
This maplet provides guided practice in the mechanics of geometric series, including determining if they converge and finding their sum when they do (with feedback and hints).
GeoGebra combines capabilities of a dynamic geometry program (like GeoSketchpad or Cabri) with an equation grapher.
This Java applet allows the user to explore the concept of an improper integral by graphing a function and adjusting the upper limit of the integral of the function with a slider.
This is essentially a Jeopardy game with the categories being integration, definite integrals, substitution, the fundamental theorem, and area between curves.