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"Mathematics is the Queen of the Sciences."
Carl Friedrich Gauss
Formulas
"A formula is
a mathematical expression that refers to cells in
other parts of the spreadsheet."
Source:
cs.iupui.edu
Theorems
"A proposition that has been or is to be
proved on the basis of explicit assumptions."
Source:
Answers.com
Definition: "
In
mathematics, a theorem
is a statement that can be
proved on the basis of
explicitly stated or previously agreed assumptions. Discovering, formulating and
proving theorems is a central activity of
mathematicians. The concept of
proof is central to the notion of a theorem: a key property of theorems is that
they are both true and possess proofs. This is not just a matter of language: it
can be shown (indeed proven) that in many mathematical contexts there are
statements that are true but not provable.
Source:
Wikipedia
