计算:b^(3n-1)/a^(2n-1)×c÷b^(3n-2)/a^2n
来源:学生作业帮 编辑:作业帮 分类:数学作业 时间:2024/05/06 12:34:20
计算:b^(3n-1)/a^(2n-1)×c÷b^(3n-2)/a^2n
^(3n-1)/a^(2n-1)×c÷b^(3n-2)/a^2n
=b^(3n-1)/a^(2n-1)×c×a^2n/b^(3n-2)
=bb^(3n-2)/a^(2n-1)×c×aa^(2n-1)/b^(3n-2)
=abc
再问: 不好意思,题打错了b^(3n-1)/a^(2n+1)×c÷b^(3n-2)/a^2n
再答: b^(3n-1)/a^(2n+1)×c÷b^(3n-2)/a^2n =b^(3n-1)/a^(2n+1)×a^2n/b^(3n-2)×c =bb^(3n-2)/aa^2n×a^2n/b^(3n-2)×c =bc/a
=b^(3n-1)/a^(2n-1)×c×a^2n/b^(3n-2)
=bb^(3n-2)/a^(2n-1)×c×aa^(2n-1)/b^(3n-2)
=abc
再问: 不好意思,题打错了b^(3n-1)/a^(2n+1)×c÷b^(3n-2)/a^2n
再答: b^(3n-1)/a^(2n+1)×c÷b^(3n-2)/a^2n =b^(3n-1)/a^(2n+1)×a^2n/b^(3n-2)×c =bb^(3n-2)/aa^2n×a^2n/b^(3n-2)×c =bc/a
计算:b^(3n-1)/a^(2n-1)×c÷b^(3n-2)/a^2n
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