A theorem provides a sufficient condition for some fact to hold, while a definition describes the object in a necessary and sufficient way. As a more clear example, we define a right angle as having the …

Feb 16, 2017 · A theorem is a property that can be proved by at least one lemma. For example, the statement "opposite angles of a parallelogram are equal" is a theorem because you can prove it by a …

Apr 23, 2015 · In general, if a Theorem is always proven to be true then it no longer becomes a Hypothesis? Am I correct? Q4: What is the difference between Postulate and Theorem? Q5 : What is …

Definition: Theorem, Lemma, Proposition, Corollary, Postulate, Statement, Fact, Observation, Expression, Fact, Property, Conjecture and Principle Most of the time a mathematical statement is …

Spanning set definition and theorem Ask Question Asked 8 years, 9 months ago Modified 7 years, 3 months ago

Mar 31, 2018 · Axiom, proposition, definition, lemma, theorem, law, corollary Are there clear separations in definitions between all these things or is there a lot of overlap?

Oct 11, 2012 · It is a theorem that immediately follows from the definition of congruence (depending on what definition you're using), From Wikipedia: "Two triangles are congruent if their corresponding …

A lemma is a "helping theorem", a proposition with little applicability except that it forms part of the proof of a larger theorem. In some cases, as the relative importance of different theorems becomes more …

16 There are plenty of theorems out there as well as laws within mathematics. For example, in Boolean algebra: Theorems Idempotent Involution Theorem of Complementarity Laws Commutative …

The Donkey Theorem is a humorous name for the theorem that triangles can't be proven congruent through ASS (angle, side, side). SSS, ASA, SAS, and AAS can be used to prove congruency …