问题
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设随机变量(X,Y)取下列数组(0,0),(-1,1),(-1,2),(1,0)的概率依次为1/2c,1/c,1/4c,5/4c,其余处概
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已知随机变量X服从参数为λ的泊松分布,且P{X=0}=eˉ1,则λ=()。A、1B、-1C、0D、1/2
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已知随机变量X~N(2 22) 且Y=aX+b~N(0 1) 则( )。A. a = 2 b =
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已知随机变量X~N(2 22) 且Y=aX+b~N(0 1) 则( )。A. a = 2 b =
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已知随机变量X~N(2 22) 且Y=aX+b~N(0 1) 则( )。A. a = 2 b =
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离散型随机变量X仅取两个可能值x1 x2 且x2>x1 X取x1的概率为0.6 又已知E(X)=1
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确定常数C并计算P(X<1),P(X≠0),P(X<1且X≠0).
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