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기하학적 개발 활동 책: 전개도 展開圖을 사용하여 3차원 기하학을 &#5164

기하학적 개발 활동 책: 전개도 展開圖을 사용하여 3차원 기하학을 ᐬ

          
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About the Book

기하학적 개발 활동 책은 수 시간 동안 매혹적인 재미를 제공합니다! 각 개발은 고유한 기하학적 모양의 표면을 나타냅니다. 일부 모양은 2500년 전에 설명되었습니다.

기하학적 개발 활동 책은 잘라서 3차원 도형으로 접을 수 있는 평평한 그림입니다. 예를 들어, 여섯 개의 동일한 정사각형을 입방체로 만들 수 있습니다. 이는 입방체가 여섯 개의 변을 가지고 있고, 모두 동일한 정사각형이기 때문입니다. 이 책의 각 그림은 잘라서 3차원 기하학적 객체로 접을 수 있습니다.

이 책에는 다음을 포함한 80개의 기하학적 발전이 포함되어 있습니다.

- 장삼각형 반원형

- 원뿔

- 정육면체

- 육팔면체

- 원기둥

- 십각형 반원기둥

- 십각 프리즘

- 삼각형 이코사이트 사면체

- 주사위

- 디스디아키스 12면체

- 수학 정십이면체

- 길쭉한 오각형 큐폴라

- 길쭉한 오각형 쌍피라미드

- 늘린 오각뿔

- 길쭉한 사각형 비피라미드

- 늘린 사각뿔

- 길쭉한 삼각형 엇각기둥

- 길쭉한 삼각형 큐폴라

- 길쭉한 삼각형 비피라미드

- 늘린 삼각뿔

- 십각 피라미드 수학 절두체

- 사변 피라미드 수학 절두체

- 수학 3각뿔 수학 절두체

- 큰 십이면체

- 큰 별모양 십이면체

- 회전형 길쭉한 오각형 피라미드

- 회전식 길쭉한 사각형 이중 피라미드

- 자이로롱게이티드 스퀘어 프리즘

- 회전식 길쭉한 사각형 피라미드

- 칠각 피라미드

- 칠면체 4,4,4,3,3,3,3

- 칠면체 5,5,5,4,4,4,3

- 칠면체 6,6,4,4,4,3,3

- 육각 프리즘

- 육각뿔

- 육면체 4,4,4,4,3,3

- 육면체 5,4,4,3,3,3

- 육면체 5,5,4,4,3,3

- 정이십면체

- 십이이십면체

- 사선 사각 피라미드

- 팔각형의 안티프리즘

- 정팔면체

- 엇오각기둥

- 오각지붕

- 오각쌍뿔

- 오각기둥

- 오각 피라미드

- 오각둥근지붕

- 펜타그램 프리즘

- 직사각형 피라미드

- 롬빅 프리즘

- 마름모육팔면체

- 작은 마름모십이면체

- 작은 별모양 십이면체

- 다듬은 정육면체

- 다듬은 정십이면체

- 엇사각기둥

- 사각지붕

- 사각뿔

- 정사각형 사다리꼴

- 별모양 팔면체

- 정4면체

- 테트라키스 육면체

- 삼방팔면체

- 삼방사면체

- 삼각지붕

- 삼각쌍뿔

- 삼각 오면체

- 삼각기둥

- 비스듬한 삼각뿔

- 깎은 정육면체

- 깎은 육팔면체

- 깎은 정십이면체

- 깎은 정이십면체

- 깎은 십이이십면체

- 깎은 정팔면체

- 깎은 정사면체

- 오른쪽 오각형 별 피라미드

- 잘린 정사각형 사다리꼴


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Product Details
  • ISBN-13: 9781632705075
  • Publisher: Life Is a Story Problem LLC
  • Publisher Imprint: Life Is a Story Problem LLC
  • Height: 279 mm
  • No of Pages: 186
  • Spine Width: 10 mm
  • Weight: 444 gr
  • ISBN-10: 1632705079
  • Publisher Date: 05 Jul 2024
  • Binding: Paperback
  • Language: Korean
  • Returnable: Y
  • Sub Title: 전개도 展開圖을 사용하여 3차원 기하학을 ᐬ
  • Width: 216 mm


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기하학적 개발 활동 책: 전개도 展開圖을 사용하여 3차원 기하학을 &#5164
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