Fermat numbers
Revision as of 07:31, 28 February 2013 by Mathematician99 (talk | contribs) (Created page with "Any number in the form 2^(2^n )+1 where n is any natural number is known as Fermat numbers. Great mathematician Fermat gave the following statement- “Every Fermat number is a p...")
Any number in the form 2^(2^n )+1 where n is any natural number is known as Fermat numbers. Great mathematician Fermat gave the following statement- “Every Fermat number is a prime”. This statement is true for first four Fermat numbers. But fifth number that is〖 2〗^32+1 is divisible by 641.
