LOGICAL MATHEMATICS

People have often been afraid of mathematics because of it's difficulty and abstract reasoning. But, if one sees math as exciting and love to solve exercises then math is worth the effort. Math is power!

Mathematics: The Loss of Certainty is a guide through history of how our conception of mathematics came to be what it is.

The raging question of whether mathematics is discovered or invented is a complex question that has been thoroughly discussed for thousands years. It is quite likely that the mathematical community may never settle the issue.

A brief discussion on the four steps in George Polya's model for problem solving for mathematics. You can use this model for any academic subject and for any grade level, just adapt it.

How do homeschooled children perform in mathematics? Do they fare as well as their public school peers on standardized state and national tests for Kindergarten through twelfth grade?

Mastering mathematics is not daunting to a child. It will be only if it is not presented well to the child. Present a child with an activity in a linear, orderly and systematic way, you will find that the child learns the activity without fail.

Mathematics education needs an improved strategy for developing students' quantitative skills in order to prepare them for daily interaction in today's society.

Achieving success in a high school mathematics course doesn't just happen. Granted, some students seem to breeze right through with little or no effort. But for the majority of students, math courses are the most difficult to master.

mathematical reasoning whether mindfully or unmindful is more relevant to computing that many other disciplines.

These concepts can be very helpful both to brand new teachers and seasoned professionals.

Briefly discusses topics such as inductive and deduction, theories of perception, scientific theories of truth, and traditional scientific methods. Designed to introduce students to basic philosophical concepts. Philosophers: Popper, Hume and Descartes.

Childhood stories to his discovery, how he was as a child and during adult life. The life of Einstein and what he believed in.

College can be hard. But if you remember a few key tips about studying and time management college could be a breeze.

A teacher's perspective on some important issue related to teaching students mathematics.

Bertrand Russell (1872-1970) was the eminent philosopher, mathematician, and social reformer. He published his most important philosophical and mathematical work, The Principle of Mathematics (1903). In 1950 he received the Nobel Prize of Literature.

Today, I will give you an overview of mathematical functions, and creation of a basic calculator.

Do the stars in the universe really affect our personalities? Or, is the a much more logical answer right before our eyes?

Math does well when you need to figure out how many apples you can buy, or if you want to figure out how old you'll be next year. Math is pretty logical, but math as we know it is unsound. We need to find something better.

It is logical that things should be as they seem. The earth seems flat, not circular.

G. Stolyarov II argues that the branch of mathematics known as "chaos theory" in fact describes entities and relationships which are quite orderly and knowable through reason and mathematics itself.

G. Stolyarov II pinpoints a logical fallacy, a subtle variation on the ad hominem argument, that is pervasive and even respectable in the modern culture.

Mathematics has been said to be one of the most difficult disciplines in the field of education. This, however, ought not to be the case since getting the mind reason mathematically is one of the simplest training, in that math is simple logic.

Origami is the art-and science-of creating objects using folded paper. It can challenge both the logical and creative sides of your brain.