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frx
 2 years ago
I need help to proof that fermat numbers always are relatively prime. I've got the lead that \[F_{m}(F _{n}2), ...where... m<n\] and that I should use the euclidean algorithm on that.
frx
 2 years ago
I need help to proof that fermat numbers always are relatively prime. I've got the lead that \[F_{m}(F _{n}2), ...where... m<n\] and that I should use the euclidean algorithm on that.

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frx
 2 years ago
Best ResponseYou've already chosen the best response.0I do have the solution but I don't really get, should I post it?

frx
 2 years ago
Best ResponseYou've already chosen the best response.0pic2 is the euclideam algorithm
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