求极限:lim(n→∞) 3n^2+2n+1/-3n^2+2n
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求极限:lim(n→∞) 3n^2+2n+1/-3n^2+2n
求极限:lim(n→∞) 3n^2+2n+1/-3n^2+2n
求极限:lim(n→∞) 3n^2+2n+1/-3n^2+2n
上下除以n²
原式=lim(n→∞)(3+2/n+1/n²)/(-3+2/n)
n在分母的都趋于0
所以原式=3/(-3)=-1
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