Art of Problem Solving

User:Temperal/The Problem Solver's Resource7: Difference between revisions

Temperal (talk | contribs)
creation
Xpmath (talk | contribs)
Line 7: Line 7:
==<span style="font-size:20px; color: blue;">Combinatorics</span>==
==<span style="font-size:20px; color: blue;">Combinatorics</span>==
<!-- will fill in later! -->
<!-- will fill in later! -->
==Factorial==
The factorial of a number <math>n</math> is <math>n(n-1)(n-2)...(1)(0)</math> or also as ,<!--coming-->, and is denoted by <math>n!</math>.


[[User:Temperal/The Problem Solver's Resource6|Back to page 6]] | [[User:Temperal/The Problem Solver's Resource8|Continue to page 8]]
[[User:Temperal/The Problem Solver's Resource6|Back to page 6]] | [[User:Temperal/The Problem Solver's Resource8|Continue to page 8]]
|}<br /><br />
|}<br /><br />

Revision as of 20:13, 5 October 2007



The Problem Solver's Resource
Introduction Other Tips and Tricks Methods of Proof You are currently viewing page 7.

Combinatorics

Factorial

The factorial of a number $n$ is $n(n-1)(n-2)...(1)(0)$ or also as ,, and is denoted by $n!$.

Back to page 6 | Continue to page 8