[ln(1+3x)^0.5]/2x 在x趋于0的极限
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人气:452 ℃ 时间:2020-02-01 08:53:01
解答
答案:3/2
当x→0,【In(1+3x)^0.5】→0,2x→0
本题属于0/0型,用洛必达法则有,lim [ln(1+3x)^0.5]/2x(x→0)=
lim 3/(2+6x)=3/2
中间省略了求导部分.[ln(1+3x)^0.5]/2x的导数就是3/(2+6x
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