hey guys
I'm here with a interesting question
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a conjecture by Fermat that if n is an integer greater than 2, the equation x n + y n = z n has no positive integral solutions. Fermat noted that he had ‘a truly wonderful proof’ of the conjecture, but never wrote it down. In 1995 a general proof was published by the Princeton-based British mathematician Andrew Wiles.
I HOPE THIS ANSWER HELPS YOU MORE......................!! ✌️☺️
a conjecture by Fermat that if n is an integer greater than 2, the equation x n + y n = z n has no positive integral solutions. Fermat noted that he had ‘a truly wonderful proof’ of the conjecture, but never wrote it down. In 1995 a general proof was published by the Princeton-based British mathematician Andrew Wiles.
I HOPE THIS ANSWER HELPS YOU MORE......................!! ✌️☺️
Anonymous:
good try right but need some more points by the way thanks
OK I editing it but Wlcm
OK
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3
HEY ANSWER IS....................!!
a conjecture by Fermat that if n is an integer greater than 2, the equation x n + y n = z n has no positive integral solutions. Fermat noted that he had ‘a truly wonderful proof’ of the conjecture, but never wrote it down. In 1995 a general proof was published by the Princeton-based British mathematician Andrew Wiles.
I HOPE THIS ANSWER HELPS YOU MORE......................!! ✌️
a conjecture by Fermat that if n is an integer greater than 2, the equation x n + y n = z n has no positive integral solutions. Fermat noted that he had ‘a truly wonderful proof’ of the conjecture, but never wrote it down. In 1995 a general proof was published by the Princeton-based British mathematician Andrew Wiles.
I HOPE THIS ANSWER HELPS YOU MORE......................!! ✌️
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