A set of lecture notes for a course on Geometry for high school teachers.
The notes, written in Dutch, cover various topics in classical
geometry, which are related to the geometry that is tought at dutch high schools.

The notes contain many interactive pictures (Geogebra applets).

Wortel TU/e is the Math Learnig Environment for the Eindhoven University of Technology.

It contains many highly interactive theory pages and automatically graded exercises on topics ranging
from basic arithmetic to calculus, linear algebra and abstract algebra at university level.

Wortel TU/e is a moodle LMS in which the MathDox Exercise System is incorporated.

You can register for free.

We present a set of lecture notes covering the basic mathematics that students at the Eindhoven University of Technology have to know.

These lecture notes are available in pdf form for printing, and as webpages (XML, html) containing various applets for interaction.

This is work in progress!

Testing the repository

This is a test

The resource is the complete diagnostic testbank used for testing students entering the first calculus course at the University of Helsinki. This diagnostic test covers a large part of the normal high school curriculum in Finland. The test was originally written by Andre Heck and later slightly edited by Mika Seppälä. Actual diagnostic tests used contain a part of these questions, not all of them.

This set of exercises will teach the student to compute limits of functions. A WebALT service.

The Online Single Variable Calculus is a full course at university level covering topics from Real Numbers, Functions, Differentiation, Integration, Series and Differential Equations. Each topic is organized in a module consisting of a Ten Minute Talk accompanied by Open Problems and Solved Problems. The material has been designed especially for online delivery.

How do you draw a straight line? How do you determine if a circle is really round? These may sound like simple or even trivial mathematical problems, but to an engineer the answers can mean the difference between success and failure. This website contains interactive materials to support the book How Round Is Your Circle?, by John Bryant and Chris Sangwin. This book invites readers to explore many of the same fundamental questions that working engineers deal with every day. It also illustrates how physical models are created from abstract mathematical ones.

A general history of mathematics