SOLUTION: What are the formulas for the following exponents? Is there a pattern? {{{(x+y)1p}}} {{{(x+y)2p}}} {{{(x+y)3p}}} {{{(x+y)4p}}} {{{(x+y)5p}}} {{{(x+y)6p}}} {{{(x+y)7p}}} {

Algebra ->  Exponents -> SOLUTION: What are the formulas for the following exponents? Is there a pattern? {{{(x+y)1p}}} {{{(x+y)2p}}} {{{(x+y)3p}}} {{{(x+y)4p}}} {{{(x+y)5p}}} {{{(x+y)6p}}} {{{(x+y)7p}}} {      Log On


   

Question 25415: What are the formulas for the following exponents? Is there a pattern?
%28x%2By%291p
%28x%2By%292p
%28x%2By%293p
%28x%2By%294p
%28x%2By%295p
%28x%2By%296p
%28x%2By%297p
%28x%2By%298p
%28x%2By%299p
Answer by longjonsilver(2297) About Me  (Show Source):
You can put this solution on YOUR website!
yes there is a pattern...look on google for the "binomial theorem with positive integer powers". Also look at Pascal's Triangle too.

Jon