Pierre de Fermat in 1637, had made a conjecture that there is no integer a,b,c,n if n > 2 s.t an + bn = cn
become true.
This was open problem to prove through centuries. At last Andrew Wiles had proved it in 1995.
For n = 2 we have infinite many such tuple. But for n = 3 no such tuple exist.
become true.
This was open problem to prove through centuries. At last Andrew Wiles had proved it in 1995.
For n = 2 we have infinite many such tuple. But for n = 3 no such tuple exist.
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