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수학동아 - 폴리매스
본문바로가기
함께 풀고 싶은 문제
창의력을 기를 수 있는 수학 문제 또는 퍼즐을 내는 곳입니다.
[창의 퍼즐] 정답확인하기 귀찮아서 내는 문제
Sagan 2021.02.15 22:30 조회 653

세이건은 문제를 내놓고는 귀찮아서 정답확인을 안해주고 있다.

그 문제들이 쌓이고 쌓여서 n개가 되었다.

그 n개의 문제에 또 번호를 붙였다.(1,2,3,4,5,.....n)

이 문제들에서 그 합이 k로 나누어떨어지는 k개의 수(k는 1이상 n 이하) 를 언제나 찾을 수 있음을 보이시오.

 

 

그리고 이 문제는 과연 정답확인을 해 주게 될까?

이 문제 어떠셨나요?

글쎄요

0

어려워요

0

  •  
    리퍼 Lv.6 2021.02.16 01:03

    지금 올리신 5문제 모두 개념 응용에 더 맞는 것 같아요.

    댓글 작성하기 좋아요0 댓글수1
    •  
      PF_ Lv.8 2021.02.16 01:56

      그러게요.

      좋아요0
  •  
    해결
    이상한나라의 젤리스 Lv.5 2021.02.16 03:19 비밀댓글
    비밀 댓글이 등록 되었습니다.
    댓글 작성하기 댓글수0
  •  
    Sagan Lv.6 2021.02.16 20:33

    @리퍼

    @314159

     

    아...아직 바뀐 체제가 익숙하지 않아서 그냥 만든 문제는 모두 창의퍼즐에 올렸습니다...

    다음부터는 참고할게요.

    감사합니다.

    댓글 작성하기 좋아요0 댓글수2
    •  
      PF_ Lv.8 2021.02.16 20:36

      네~ 알겠습니다!

      이해해 드릴게요!

      좋아요0
    •  
      PF_ Lv.8 2021.02.17 00:04

      그리고 마지막 문제는 해결을 할 수 있겠네요.

      정답: 당연히 확인을 안 해 준다. (ㅋㅋㅋ)

      좋아요0
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