化简根号下[(log2^3)^2-4log2^3+4]+log2^(1/3)

学习 时间:2026-04-08 04:28:36 阅读:7655
化简根号下[(log2^3)^2-4log2^3+4]+log2^(1/3)

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纯真的冬天

丰富的水蜜桃

2026-04-08 04:28:36

根号下[(log2^3)^2-4log2^3+4]+log2^(1/3)==√[(log2^3)^2-4log2^3+4]+log2^(1/3)==[(log2^3)-2]+(1/3)log2==3log2-2+(1/3)log2==(10/3)log2-2。

最新回答共有2条回答

  • 腼腆的汉堡
    回复
    2026-04-08 04:28:36

    根号下[(log2^3)^2-4log2^3+4]+log2^(1/3)==√[(log2^3)^2-4log2^3+4]+log2^(1/3)==[(log2^3)-2]+(1/3)log2==3log2-2+(1/3)log2==(10/3)log2-2。

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