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2 给出以下4个命题①若lim_(ntoinfty)a_(n)=a,则当n充分大时,|a_(n)-a|0,当n充分大时,|a_(n)-a|0,当n充分大时,|a
设 A_n = (0, (1)/(n)),n in N,则 lim_(n to infty) A_n = ( )A. $(0, 1)$B. $(0, \frac
3.给出以下4个命题①若lim_(xtoinfty)f(x)=a,则lim_(ntoinfty)f(n)=a.②若lim_(ntoinfty)f(n)=a,则l
8.设 _(n)sim B(n,p),pin (0,1) ,当n充分大时,下列选项不正确的是 ()-|||-
3.给出以下4个命题①若lim_(xto+infty)f(x)=a,则lim_(ntoinfty)f(n)=a.②若lim_(ntoinfty)f(n)=a,则
证明当n充分大时, _(n)=dfrac (1)(n)sum _(i=1)^n({X)_(i)}^2 近似-|||-服从正态分布,并指出其分布参数.
若lim_(ntoinfty)a_(n)=0,则(a_{n)}必为单调递减序列。A. 对B. 错
求极限lim_(ntoinfty)(sqrt[n]((n+1)(n+2)...(n+n)))/(n).求极限$\lim_{n\to\infty}\frac{\s
【例1.68】lim_(ntoinfty)((1)/(n^2)+n+1+(2)/(n^2)+n+2+...+(n)/(n^2)+n+n)=().【例1.68】$
(6)收敛,lim_(ntoinfty)(2^n-1)/(3^n)=0.(6)收敛,$\lim_{n\to\infty}\frac{2^{n}-1}{3^{n}