lim(x→0)[(1/x^2)-(1/xsinx)] 求极限,
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lim(x→0)[(1/x^2)-(1/xsinx)] 求极限,
lim(x→0)[(1/x^2)-(1/xsinx)] 求极限,
lim(x→0)[(1/x^2)-(1/xsinx)] 求极限,
1/x^2-1/xsinx
=(sinx-x)/x^2*sinx
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(cosx-1)/(2xsinx+x^2*cosx)
还是0/0
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-sinx/(2sinx+2xcosx+2xcosx-x^2*sinx)
在求导
-cosx/(2cosx+4cosx-4xsinx-2xsinx-x^2*cosx)
x→0
=-1/(2+4)
=-1/6
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