Famous Mathematicians

Great thinkers whose work has helped shaped today's world.

Abraham de Moivre

Image of Abraham de Moivre

1667

1754

Abraham de Moivre was a prominent mathematician born in France in 1667 and later moved to England, where he spent most of his career. He is best known for his work in probability theory and trigonometry.

De Moivre made significant contributions to the development of the normal distribution, which is a fundamental concept in statistics. He also developed De Moivre's theorem, a formula that relates trigonometric functions to complex numbers. This theorem is widely used in electrical engineering and signal processing.

For school students, understanding De Moivre's theorem can enhance their comprehension of complex numbers and their applications in real-life situations. Learning about the normal distribution can help students grasp concepts of probability and statistics, which are crucial in various fields such as science, finance, and economics. Abraham de Moivre's work continues to influence mathematics and related disciplines to this day."

CC BY-SA 3.0

Normal Distribution Calculator  Activity

Appreciate the work of Abraham de Moivre by trying some of the maths that this mathematician is known for.

There is an activity called Normal Distribution Calculator that you could try right now. A customised online calculator for quickly finding areas under the normal distribution curve.

So there's no better time than the present to learn some mathematics from the past: let's Go!

Transum has many activities for the topic 'Probability' and recommends you try some of them.

Don't put off till tomorrow what you can do today: let's Go!

THE HISTORY OF MATHEMATICS PAGE

Transum.org is a proud supporter of the kidSAFE Seal Program
Click here to get a QR code for this page.

Print this large QR code and display it on your classroom's History of Mathematics timeline.
When people scan the code with their phones, they'll be directed to this page about Abraham de Moivre.

This is a QR Code

https://www.transum.org/Maths/History/Mathematician.asp?ID=33