已知随机变量 X 只能取 0,1,2,3 四个数值，其相应的概率依次为 dfrac (1)(c) dfrac (1)(2c) dfrac (1)(3c) dfrac (1)(4c)，则cdfrac (1)(c) dfrac (1)(2c) dfrac (1)(3c) dfrac (1)(4c)dfrac (1)(c) dfrac (1)(2c) dfrac (1)(3c) dfrac (1)(4c)dfrac (1)(c) dfrac (1)(2c) dfrac (1)(3c) dfrac (1)(4c)dfrac (1)(c) dfrac (1)(2c) dfrac (1)(3c) dfrac (1)(4c)dfrac (1)(c) dfrac (1)(2c) dfrac (1)(3c) dfrac (1)(4c)

已知随机变量X只能取-1，0，1，2四个数值，其相应的概率依次为 (1)/(2c), (3)/(4c), (5)/(8c), (2)/(16c), 则c=（）.

1.已知离散型随机变量X的可能取值为 -2, 0,2, sqrt (5), 相应的概率依次为 dfrac (1)(a) ,dfrac (3)(2a) dfrac

设随机变量 X ~ N ( 0.1 )，则 P ( X≥0 ) = ( ) A dfrac (1)(2) : B dfrac (1)(2): C dfrac (

已知随机变量X1和X2的概率分布为-|||-X1 -1 0 1 X2 0 1-|||-pi dfrac (1)(4) .dfrac (1)(2) dfrac (

若随机变量X的分布列为 (X=k)=dfrac (c)(k(k+1)) ,k=1,-|||-2,3,4,其中c为常数,则 (dfrac (1)(2)lt Xlt

已知离散型随机变量X的分布律如下.-|||-x -2 -1 0 1 3-|||-p dfrac (1)(5) dfrac (1)(6) dfrac (1)(5)

(B) dfrac (1)(2)(X)_(1)+dfrac (1)(2)(X)_(2)-|||-(C) dfrac (1)(2)(X)_(1)+dfrac (1

[例2]设随机变量X与Y相互独立,其概率分布为-|||-x 0 1-|||-P .dfrac (1)(3) .dfrac (2)(3)-|||-Y 0 1-||

设二维随机变量(X,Y)的分布律为-|||-Y 0 1 2-|||-0 dfrac (1)(4) 0 dfrac (1)(4)-|||-1 0 dfrac (1

3、设 (x,y)=arctan dfrac (x)(y), 则 (1,1)=-|||-(A)1; (B)0; (C) dfrac {1)(2),dfrac