The mathematics of cons how con artists use pyramid schemes to get rich quick. 11) The One Time Pad an uncrackable code? It's certainly takes more effort and thoughtthan finding the vertex and axis of symmetry of a standard parabola. Problem by Walter Dodge Steve Viktora A fascinating 7-page article (intended for teachers but certainly suitable for students to read) that considers the 'classic' optimization problem of maximizing the volume of an open-top box - and extends the problem well beyond the standard treatment. Investigate what makes a number happy or sad, or sociable! 16) Graphing polygons investigation. 1.6: Modulus-argument of polar form of an imaginary number and the complex plane. 3) Mathematical methods in economics maths rock cycle comic strip assignment is essential in both business and economics explore some economics based maths problems. 11) Zenos paradox of Achilles and the tortoise : How can a running Achilles ever catch the tortoise if in the time article pour pieds taken to halve the distance, the tortoise has moved yet further away? See the Florence Nightingale Sample. Voting systems 11) Flatland by Edwin Abbott This famous book helps understand how to imagine extra dimension. 33) The Chinese Remainder Theorem : This is a method developed by a Chinese mathematician Sun Zi over 1500 years ago to solve a numerical puzzle. The great Indian mathematician.
How to use graphic software to make art from equations. A chance to look at some statistics article with surprising results. December 24 4 Bad maths in court how a misuse of statistics in the courtroom can lead to devastating miscarriages of justice. This is an exploration of a topic in mathematics that has a realworld connection. Revision History 12 Monte Carlo simulations 13 Lotteries 14 Bayes theorem.
The authors of the latest Pearson.Mathematics, sL and, hL books have come up with 200 ideas for students doing their maths explorations.
I am also in the process of writing my own articles that are not Explorations but present interesting (at least, I find them interesting) mathematical topics that I believe could provide teachers and students with ideas appropriate for developing into a good student.19) Natural logarithms of complex numbers 20) Twin primes problem : The question as to whether there are patterns in the primes has fascinated mathematicians for centuries.33) Spotting Asset Bubbles.
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