lim(x→0)(tanx-x)/(x^3)
=lim(x→0){[(secx)^2-1]/3x^2}
=lim(x→0)(tan^2)/(3x^2)
=lim(x→0)(x^2)/(3x^2)(等价无穷小tanx~x)
=1/3
原创 | 2022-11-15 13:25:19 |浏览:1.6万
lim(x→0)(tanx-x)/(x^3)
=lim(x→0){[(secx)^2-1]/3x^2}
=lim(x→0)(tan^2)/(3x^2)
=lim(x→0)(x^2)/(3x^2)(等价无穷小tanx~x)
=1/3
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