
已知 approx N(1,(3)^2), backsim N((0.4)^2), 且X与Y的相关系数 rho =-1/2, 设 =dfrac (x)(3)--
设随机变量X~N(0,1),Y~N(1,4),且 rho_(XY)=-(1)/(2),设 Z=(1)/(3)X+(1)/(2)Y,则D(Z)=()A. 7/9B
设X~N(1, 2), Y~N(-1, 3),且X与Y相互独立,则2X-Y~( )A. N(3, 8)B. N(3, 5)C. N(3, 11)D. N(3,2
3.设 approx N(0,(4)^2), approx N(1,(3)^2), 且 (rho )_(x)=-dfrac (1)(2), 令 =dfrac (
已知随机变量X与Y相互独立且backsim N(1,2), approx N(-2,1),则backsim N(1,2), approx N(-2,1),服从的
设随机变量 X ~N ( 0 , 1 ) , Y = 2 X - 2 则 A Y ~ N ( -2 , 1 ) B Y ~ N ( -1 , 4 )
设随机变量 (X,Y)sim N(0,0,1,4,rho ), (2X-Y)=1, 则 rho = __
已知 Xsim N(1,3^2),Ysim N(0,4^2),且X与Y的相关系数为-0.5,设 Z=(X)/(3)-(Y)/(4),则D(Z)= [填空1];r
2.已知随机变量X Y分别服从N(1,4^2 ),N(0,3^2),它们的相关系数 (rho )_(xy)=-dfrac (1)(2), 设 =-|||-dfr
已知随机变量( X ,Y) 服从二维正态分布,且 X 和Y 分别服从正态分布N(1,3^2)和-|||-N(0,4^2),X与Y的相关系数 (rho )_(x