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求极限:lim((sin(1/x)*x√x)/(√x-1))要详细过程,
人气:426 ℃ 时间:2020-04-06 22:51:43
解答
lim(x→∞)((sin(1/x)*x√x)/(√x-1))
=lim(x→∞)sin(1/x)*x
=lim(x→∞)sin(1/x)/(1/x) (1/x=t)
=lim(t→0)sint/t
=1是第一步,看错啦lim(x→∞)√x/(√x-1))=1
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