Axioms are assumed true, theorems are proven, and conjectures are beliefs awaiting proof.
Axiom: A statement that is assumed to be true without proof. For example, 'the method of constructing a straight line between two points.'
Theorem: A statement that has been shown to be true by valid reasoning. For instance, 'if we start with four lines that form a rectangle, we can draw a new line dividing it into two triangles.'
Conjecture: A statement believed to be true but not proven. It is a hypothesis waiting for validation through proof.
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