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수학동아 - 폴리매스
본문바로가기
함께 풀고 싶은 문제
창의력을 기를 수 있는 수학 문제 또는 퍼즐을 내는 곳입니다.
[창의 퍼즐] 규칙 찾기 1탄
아인수타인 2018.09.05 00:35 조회 936

연산 ^(자연수)^은 다음과 같다.

 

   ^(32)^=101100

   ^(47)^=1000001

   ^(27)^=100100

그러면 ^(51)^의 값은 얼마일까?

(제가 계산 실수를 좀 자주 하는 편이라... 혹시라도 오류 있으면 알려주세요!)

이 문제 어떠셨나요?

글쎄요

0

어려워요

0

  •  
    CoderLab Lv.4 2018.09.05 07:32

    이진수 아닌가요?

     

    댓글 작성하기 좋아요0 댓글수4
    •  
      과학천재 수학바보 Lv.1 2018.09.06 01:10

      32는 이진수로 101100이 아니에요

      좋아요0
    •  
      CoderLab Lv.4 2018.09.06 21:52

      첫 댓글부터 해결 가즈아~

      좋아요0
    •  
      CoderLab Lv.4 2018.09.06 21:53

      맞나요?

       

      좋아요0
    •  
      아인수타인 Lv.12 2018.09.09 10:34

      절반은 왔습니다. 그 나머지 절반을 채우고, ^(51)^까지 구해야 답입니다.

      좋아요0
  •  
    김우현 기자 Lv.5 2018.09.06 18:29

    답은 정말 이진수!?

    문제가 해결되면 '해결 딱지를 붙여 달라'고 요청해 주세요!

    댓글 작성하기 좋아요0 댓글수0
  •  
    Gauss Lv.1 2018.09.20 20:41

    1의자리가 짝수이면 ^(32)^= 32+3*2*2=44

    1의자리가 홀수 이면 ^(47)^=47+(4*7-10)=65 ; (4*7-10의 자리 수*5/2)

                               ^(27)^=27+(2*7-5)=36

    ^(51)^=51+(5*1-12.5)=43.5 이진수로 101011.1 입니다.

    댓글 작성하기 좋아요0 댓글수1
    •  
      아인수타인 Lv.12 2018.09.22 09:12

      그럴 수도 있겠네요. 단, 저 소수점이 함정... 정답엔 소수점 없습니다.

      좋아요0
  •  
    sincostan Lv.7 2019.10.16 08:56 비밀댓글
    확인요청중
    비밀 댓글이 등록 되었습니다.
    댓글 작성하기 댓글수0
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