极限limn→无穷 (2n^2-3n+1)/n+1 sin1/n
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极限limn→无穷 (2n^2-3n+1)/n+1 sin1/n
极限limn→无穷 (2n^2-3n+1)/n+1 sin1/n
极限limn→无穷 (2n^2-3n+1)/n+1 sin1/n
原式=极限limn→无穷 (2n^2-3n+1)/n(n+1)
=lim(n->∞)(2-3/n+1/n^2)/(1+1/n)
=2/1
=2
额,分母下面是怎么样的?
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