设随机变量 sim N((1.2)^2) , sim E(3) 则 E(X-3Y)= __
18.设随机变量X,Y满足 E(X)=1 D(X)=1 E(Y)=2 D(Y)=4 ,(rho )_(xy)=0.5 ,-|||-令 =dfrac (X)(2)
设随机变量 X sim N(2, 4), Y sim N(1, 1), 且 X, Y 相互独立, 则 Z = X - 2Y + 3 sim ( )A. $N(7
设随机变量X与Y相互独立,X、Y都服从正态分布,且 sim N(0,dfrac (1)(4))-|||-sim N(0,dfrac (3)(4)) 若 =X+Y
[题目]设随机变量X与Y相互独立,且 sim B(36,dfrac (1)(6)-|||-()sim B(12,dfrac (1)(3)) ,则 D(X-Y+1
设随机变量 X sim N(1, 2), Y sim N(-1, 2), Z sim N(0, 9)。且随机变量 X, Y, Z 相互独立, 已知 a(X +
2、设随机变量 sim P(2) , sim N(-2,4) ,且独立,-|||-则 E(X-Y)= ([填空1]); ((X-Y))^2= ([填空 ).
设随机变量 sim B(2,0.5), sim B(98,0.5), X与Y相互独立,则方差 D(X+Y)= __
设随机变量X,Y,Z相互独立,其中sim B(5,dfrac (1)(5)) sim E(3) sim pi (2),则sim B(5,dfrac (1)(5)
4、 设二维随机变量 (X,Y)N(1,1,4,9,dfrac (1)(2)), 则-|||-cot (x,Y)=3