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What terms are commonly used for footnotes and endnotes?
footnote is a piece of text which, for some reason cannot be accommadated within the main body.
Axioms and postulates are accepted as true without proof True or false?
True. Axioms and postulates do not require proof to be used.
Proof that grahams number is the largest number?
No such proof can exist within consistent axioms - to add 1 to Graham's number would generate a larger number, and so, by this counterexample, Graham's number cannot be the largest. It is the largest used in a mathematical proof, because all proofs have been noted in a proof 'by exhaustion', in which all cases (in this case, proofs) have been verified to have smaller constants .
What is the most elegant proof in mathematics?
There are many beautiful proofs in Mathematics and one cannot say that any particular proof is the most elegant. But if I had to choose one, it would definitely be the proof that's associated with the Gödel's Incompleteness Theorem. It is Mathematics at its best. Read more about it from the related link given just below.
Write a two column proof for each of these problems given line ab is congruent to line ad and line ca is congruent to line ea prove angle abc is congruent to angle ade?
There cannot be a proof since the statement need not be true.
