2016年七年级数学下册《幂的运算》知识点归纳
知识点总结可以形成知识结构,促进学生知识内化,引领学生透过现象看本质,找到知识的精华所在,这有利于我们突出重点,突破难点,达到整理、复习、巩固所学知识,深化理解的作用,为后续学习奠定基础。接下来,学大教育小编为大家提供了2016年七年级数学下册《幂的运算》知识点归纳,供大家参考和学习,希望对大家的数学学习和数学成绩的提高有所帮助。http://www.xueda.com/fudao/data:image/jpeg;base64,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看了学大小编为大家整理的2016年七年级数学下册《幂的运算》知识点归纳,是不是感觉轻松了许多你呢?更多相关内容请关注学大教育官网初一数学栏目。
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