Axiom, Postulate & Theorem - What’s The Difference

What is the difference between an axiom, a postulate and a theorem? Watch this video to find out!

The video is about the difference between axioms, postulates and theorems. It explains that an axiom is a self-evident statement, a postulate is a statement that is assumed to be true for the sake of argument, and a theorem is a statement that has been proved.

Mathematics is a field of study that relies on axioms, postulates and theorems. An axiom is a self-evident truth, while a postulate is a statement that is assumed to be true for the sake of argument. A theorem is a logical conclusion that can be drawn from a set of axioms and postulates. It is important to understand the difference between these terms, as they are used frequently in mathematics.

[AIin]

"Sum of the angles in a triangle is 180" is actually a postulate not a theorem

[qf]

Arithmetic calculations are not axioms (2+3=5, this is not an axiom)