l****p 发帖数: 27354 | 1 a, b, and c are all integers and c>b>a>0.
What are a, b, and c? | C*******a 发帖数: 448 | 2 see fermat's last theorem
【在 l****p 的大作中提到】 : a, b, and c are all integers and c>b>a>0. : What are a, b, and c?
| x*********i 发帖数: 517 | 3 They are all cup size?
【在 l****p 的大作中提到】 : a, b, and c are all integers and c>b>a>0. : What are a, b, and c?
| w**s 发帖数: 339 | | H**F 发帖数: 177 | 5 泥玛无解呀
【在 l****p 的大作中提到】 : a, b, and c are all integers and c>b>a>0. : What are a, b, and c?
| b***y 发帖数: 14281 | 6 嚓,你这个太好证了点吧,因为a>0 and b>0,所以c>a and c>b,于题设条件a>b>c>0
矛盾,所以fermat没你傻。
【在 l****p 的大作中提到】 : a, b, and c are all integers and c>b>a>0. : What are a, b, and c?
| l****p 发帖数: 27354 | 7 更正了,谢谢。
0
【在 b***y 的大作中提到】 : 嚓,你这个太好证了点吧,因为a>0 and b>0,所以c>a and c>b,于题设条件a>b>c>0 : 矛盾,所以fermat没你傻。
| K*****2 发帖数: 9308 | | n****o 发帖数: 950 | 9 It depends on what you mean by integers. It's highly non-trivial to show
that the equation does not have a solution with (real) algebraic integers a<
b
【在 l****p 的大作中提到】 : a, b, and c are all integers and c>b>a>0. : What are a, b, and c?
| s****b 发帖数: 2039 | 10 据说a, b, c是无解的。
【在 l****p 的大作中提到】 : a, b, and c are all integers and c>b>a>0. : What are a, b, and c?
| w*******e 发帖数: 15912 | 11 你别整三岁小孩地,有能耐你整四岁地!
-----《卖车》 | r********n 发帖数: 7441 | 12 equivalent to find two rational numbers x,y
s.t. x^3 + y^3 = 1
【在 l****p 的大作中提到】 : a, b, and c are all integers and c>b>a>0. : What are a, b, and c?
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