翻译和例句：
AFP 姆巴佩“新官”上任，足球队长职责几何？姆巴佩“新官”上任，足球队长职责几何？Kylian Mbappe is now the head of the French national soccer team PAGE 8Kylian Mbappe is now the head of the French national soccer team ……
geometry (几何学). In the 18th century, the tangram was brought to the West and soon became popular... (几何学). In the 18th century, the tangram was brought to the West and soon became popular there. ……
shapes of animals, people, or things. To do it, they have to know about geometry (几何). According... shapes of animals, people, or things. To do it, they have to know about geometry (几何). According ……
Mathematics is the study of numbers, shapes and quantity (数量). There are several different branches (分支) of mathematics, including geometry (几何) and algebra (代数). They are valuable both in science ……
植物geometry 几何学imperfection 瑕疵incomprehensible 无法领悟的interlock 连接，交叉paintwork 油漆surreal 超现实主义的symmetric ……
拿起量角器，一起到户外上几何课吧。词数 313 建议阅读时间 5分钟 测试见7版IT was time for students to apply their math skills outside the classroom.Recently, as part of a geometry (几何学) field day at Clifton High School in New Jersey ……
, competed in the event. He is especially good at algebra (代数) and geometry (几何). “Mathematics... at algebra (代数) and geometry (几何). “Mathematics is the foundation (基础) of all science ……
, competed in the event. He is especially good at algebra (代数) and geometry (几何). “Mathematics... at algebra (代数) and geometry (几何). “Mathematics is the foundation (基础) of all science ……
Match boxesWhich pieces of card below will form boxes if they are folded (折叠) along the lines?·如果把以上的几何图形沿线折叠, 那么有那些可以折成盒子呢？(答案见本版)Vegetable productsThe nine different vegetables below represent (代表 ……
continue her studies by takinggeometry(几何) and possibly a computer class.Big painting四吨 ……
important subject in this online programme. Other subjects includegeometry(几何), computing and chemistry ……
trygeometry(几何) knowledge," Gao thought.From April to September, Gao and his friends worked on the problem ……
strokes (笔画) and soft edges are hot.Geometry (几何)Although you are used to learning geometry ……
natural forms into strange, often geometric structures (几何结构). “We did not aim to discover Cubism ……
at 8. At 12, he taught himself calculus (代数) and geometry (几何) in two weeks. And now he is studying ……
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