题目
若 X,Y 独立,则()A. D(X-3Y)=DX-9DYB. D(XY)=DXcdot DYC. E[(X-EX)(Y-EY)]=0D. PY=aX+b=1
若 $X,Y$ 独立,则()
A. $D(X-3Y)=DX-9DY$
B. $D(XY)=DX\cdot DY$
C. $E[(X-EX)(Y-EY)]=0$
D. $P\{Y=aX+b\}=1$
题目解答
答案
C. $E[(X-EX)(Y-EY)]=0$
A. $D(X-3Y)=DX-9DY$
B. $D(XY)=DX\cdot DY$
C. $E[(X-EX)(Y-EY)]=0$
D. $P\{Y=aX+b\}=1$