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求极限:lim(sinx)^tanx (x趋近于pai/2)
lim(sinx)^tanx (x趋近于pai/2)
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人气:173 ℃ 时间:2020-01-25 21:59:12
解答
解法一:∵lim(x->π/2)[(sinx-1)tanx]=lim(x->π/2){[(sinx-1)/cosx]sinx}=lim(x->π/2)[(sinx-1)/cosx]*lim(x->π/2)(sinx)=lim(x->π/2){[sin(x/2)-cos(x/2)]/[cos(x/2)+sin(x/2)]}*1=0*1=0lim(x->π/2){(sinx)^[...
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