A NOTE ON THE EXTENDED BINOMIAL COEFFICIENT FOR NEGATIVE INTEGERS AND AN EXTENSION OF PASCAL'S TRIANGLE.

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Bibliographic Details
Title:	A NOTE ON THE EXTENDED BINOMIAL COEFFICIENT FOR NEGATIVE INTEGERS AND AN EXTENSION OF PASCAL'S TRIANGLE.
Authors:	Skurnick, Ronald¹ skumir@ncc.edu, Baderian, Armen¹ baderia@ncc.edu, Martin, Jay¹ martinj@ncc.edu
Source:	Mathematics & Computer Education. Winter2012, Vol. 46 Issue 1, p35-40. 6p.
Subject Terms:	*Calculus, Binomial equations, Pascal's triangle, Integers, Mathematics
Abstract:	The article presents the process in extending the definition of a binomial coefficient for negative integers and Pascal's Triangle. It notes that such process may be of interest to students of calculus who have studied binomial coefficients and Pascal's Triangle. An elaboration of the construction of a triangular array of nonzero integers known as the Pascal's Triangle Extended is also offered.
Database:	Education Research Complete

Description
Abstract:	The article presents the process in extending the definition of a binomial coefficient for negative integers and Pascal's Triangle. It notes that such process may be of interest to students of calculus who have studied binomial coefficients and Pascal's Triangle. An elaboration of the construction of a triangular array of nonzero integers known as the Pascal's Triangle Extended is also offered.
ISSN:	07308639