来自GeoGebra官网立方体相关经典例子

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平面截立方体1

https://www.geogebra.org/m/DaadRAT3

平面截立方体2

https://www.geogebra.org/m/tebcXz5t

立方体分割1

https://www.geogebra.org/m/DeZeUb7A

立方体分割2

https://www.geogebra.org/m/CcXzmKtR

立方体展开1

https://www.geogebra.org/m/RrknfdZz

立方体展开2

https://www.geogebra.org/m/DjvAFawJ

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本文来源 https://kz16.top/geogebra/offiex/cube.html

本文作者: Zhou Bingzhen
声明: 以上可交互图均来自GeoGebra官网,仅供学习和欣赏,不得用于商业。欢迎转载,转载请指明来源。

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