Sort by Title

Achilles, Turtle, and the Geometric Series

Mika.Seppala — Thu, 13 Mar 2008 15:49:05 +0200

This is a short video that discusses the paradox of Zeno. It turns out that this paradox is not a paradox but rather an easy way to show that a geometric series converges (if |q| < 1) and to find a formula for the sum. Suitable for high schools.

English version in YouTube:

les mer

Cálculo con soporte interactivo en Moodle (Calculus with interactive support over Moodle)

Ramon Eixarch — Wed, 18 Jun 2008 16:42:31 +0300

Calculus course developed in a dual way, both in paper and as a Moodle course.

Maths for More has worked on the technical development of this course of Pearson Education.

Calculus Podcasts

Mika.Seppala — Thu, 06 Mar 2008 12:15:50 +0200

This is a series of calculus podcasts in English based on the materials of the Single Variable Calculus Lecture Notes by M. Seppälä.

Combining exponental and sinus function

ungerl — Tue, 29 Jul 2008 10:21:04 +0300

GEONExT based applet for visualizing Calculus

Computer generated exercises - complex numbers

ungerl — Mon, 28 Jul 2008 17:57:22 +0300

An applet generating questions of complex numbers.

Computer generated exercises - Gauss algorithm

ungerl — Tue, 29 Jul 2008 13:23:30 +0300

MuPAD based applet for Linear Algebra (Gauss algorithm).

Computer generated exercises - Gauss algorithm (left Inverses)

ungerl — Tue, 29 Jul 2008 13:20:29 +0300

MuPAD based applet for Linear Algebra

Computer generated exercises - Gauss algorithm (systems oflinear equations)

ungerl — Tue, 29 Jul 2008 13:14:32 +0300

MuPAD based applet for Linear Algebra (Gauss algorithm, systems of linear equations).

Contraction and dilation with linear maps

ungerl — Tue, 29 Jul 2008 12:24:48 +0300

GEONExT based applet for visualizing Linear Algebra, illustration of basic constructions in computer graphics.

Convergence of a Special Geometric Series

Mika.Seppala — Wed, 30 Apr 2008 17:58:36 +0300

This video explains why the geometric series 1/2 + 1/4 + 1/8 + ... converges using an elementary argument. The video is meant to be preparatory materials for students to view before the discussion of geometric series takes place in a class room. The video finishes with an intriguing example.

les mer