设 X sim B(m, p),其中 m 已知,p (0A. $\overline{X} / m$B. $\overline{X}$C. $\overline{
设随机变量X,Y独立,且sim ({X)_(m)}^2,sim ({X)_(m)}^2,令sim ({X)_(m)}^2,则sim ({X)_(m)}^2服从_
8.设总体 sim B(m,p) ,0
设矩阵A与B相似,且A与B可逆,则 ^Tsim (B)^T,-|||-^-1sim (B)^-1 sim (B)^*-|||-A 对-|||-B 错
7.设A,BsubsetR^n,且m^*B
设sim b(2,p) sim pi (lambda ),sim b(2,p) sim pi (lambda )服从指数分布,sim b(2,p) sim pi
,(alpha )_(m)] ,=[ (alpha )_(1),(alpha )_(2),... ,(alpha )_(m)] 且 PA = B 其中只是可逆
sim N((M)_(1),({O)_(1)}^2) sim N((mu )_(2),({sigma )_(2)}^2) ,其中μ1未知, _(2)=3.(单选
已知sim N(a,2a),且sim N(a,2a),则有( )A a = -3 , b = 9 B a = 3 , b = 9 C a = 3 , b =
11.[综合与实践]小明在学习幂的运算时发-|||-现:若 ^m=(a)^n(agt 0 且 neq 1 ,m,n都是-|||-正整数),则 m=n 。例如,若