MERLOT Materials

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1-24 of 69 results for Materials Submitted by John Walkup

A huge list of resources in various topics of mathematics and math education.

Java applet to demonstrate scentific notation by examining how a view changes upon magnification. From the site: "View... see more

QuickMath is an automated service for answering common math problems over the internet. Think of it as an online... see more

A Calculus Tutorial developed at Oregon State University. "Contains wonderful illustrations of calculus concepts using... see more

EigenExplorer is a Java applet designed to explore the the relationships between a matrix A, a vector x, and the... see more

Here is Zona Land's graphics calculator, EZ Graph. With it you should be able to graph almost any polynomial, rational,... see more

Draws fractals and Mandelbrot sets.

A very large collection of applets by various authors.

A set of tutorials covering many topics in algebra and calculus.

The abacus is an ancient tool used for counting, with theRussian version being specifically designed for counting rubles... see more

A tutorial that uses a variety of applets, popup explanation and hint windows, images, and quiz tools. Covers the... see more

The material presented in the following pages are for middle school students, high school students, college students, and... see more

A page of Java applets to demonstrate basic geometry.

Demonstrates integration by fitting polygons under a curve.

A large collection of Java applets for demonstrating basic trigonometry.

Illustrates the relationship between integration and the area under a function.

This applet draws a vector field and generates integral curves at the click of a mouse.

A series of tutorials on basic measurement theory, including such topics as experimental errors, measurement, accuracy... see more

A large list of links covering both calculus and pre-calculus.

Tutorial on many subjects in algebra. Links to relevant Java and Javascript applets included as well.

The applet illustrates the iterative map xn = 4k xn-1 ( 1-xn-1 ) . Source code is available at... see more

Applet demonstrates the Fibonacci chain as analogon to a 1-dimensional "quasicrystal".

This is a simple demonstration of the Fourier transform (diffraction pattern) of a point set. This program produces... see more

A large set of animations designed to display fundamental and specialized topics in complex analysis.