scsnake 寫到:clever meow!!!
agree!!! marvellous!!
siuhochung 寫到:[x^k]=k(mod 2)
Prove that there exists x such that for all k E N that satisfies the above identity.
1983年美國第44屆普特南大學生數學競賽的試題A-5
If it's not stated as the exercises of newton's identity, I will never have an idea to tackle this problem.
得分情況很恐怖:
2055 university students joined.
最高分的195名學生在此題的得分分佈:
10分 1 人
9 分 1 人
8 分 1 人
1-7分 0人
0 分 192 人
very terrible!!
Meowth 寫到:siuhochung 寫到:[x^k]=k(mod 2)
Prove that there exists x such that for all k E N that satisfies the above identity.
1983年美國第44屆普特南大學生數學競賽的試題A-5
If it's not stated as the exercises of newton's identity, I will never have an idea to tackle this problem.
得分情況很恐怖:
2055 university students joined.
最高分的195名學生在此題的得分分佈:
10分 1 人
9 分 1 人
8 分 1 人
1-7分 0人
0 分 192 人
very terrible!!
So, scsnake can get 10 points.
scsnake 寫到:Meowth 寫到:siuhochung 寫到:[x^k]=k(mod 2)
Prove that there exists x such that for all k E N that satisfies the above identity.
1983年美國第44屆普特南大學生數學競賽的試題A-5
If it's not stated as the exercises of newton's identity, I will never have an idea to tackle this problem.
得分情況很恐怖:
2055 university students joined.
最高分的195名學生在此題的得分分佈:
10分 1 人
9 分 1 人
8 分 1 人
1-7分 0人
0 分 192 人
very terrible!!
So, scsnake can get 10 points.
赫然出現敝人的小名??