New:Proof of Irrationality

[Video]

Proof of Irrationality
         


            
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            In this video we look at how to prove that the nth root of any prime number, p is always irrational. For example, nth root of 2, 3, 5, 7, ... and so on.

The proof technique demonstrated here is Proof by Contradiction.

Also, the proof demonstrates some fundamentals of number theory.
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               Keywords:  <a href="/results?search_query=math">math</a> <a href="/results?search_query=mathematics">mathematics</a> <a href="/results?search_query=calculus">calculus</a> <a href="/results?search_query=derivative">derivative</a> <a href="/results?search_query=differentiation">differentiation</a> <a href="/results?search_query=pollardrho06">pollardrho06</a> <a href="/results?search_query=shahz">shahz</a> <a href="/results?search_query=%22number">"number</a> <a href="/results?search_query=theory%22">theory"</a> <a href="/results?search_query=proof">proof</a> <a href="/results?search_query=irrationality">irrationality</a>

               Added: December 25, 2008

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