Download - Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs

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Page 1: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs

Unit 12

Binomial Theorem

Objectives

On completion of this unit you should be able to use:

1. Pascal’s triangle.

2. The binomial theorem.

Written and produced by © Stafford College 1993

Cook, M. and Rimmer, H. (1993),

Stafford College, Earl Street, Stafford, ST16 2QR

Page 2: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 3: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 4: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 5: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 6: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 7: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 8: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 9: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 10: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 11: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs
Page 12: Binomial Theorem...The binomial theorem You can see from the last exercise that as the powers become higher, it becomes inconvenient to use Pascal's riangle. An alternative to t±üs

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