
判断下列两个集合之间的关系:(1)A=(x|x<0),B=(x|x<1);(2)A=(x|x=3k,k∈N),B=(x|x=6z,z∈N);(3)A=(x∈N+
3.若函数 f(x)= {(1-dfrac {x)(2))}^dfrac (1{x)} xlt 0 x+a xgeqslant 0
,-|||-;-|||-(3) (x)_(1)+(n-1)(x)_(2)+... +2(x)_(n-1)+(x)_(n)=0
函数 f(x)= ) 3x-1 xgeqslant 1 (x)^2 xlt 1f(x)=()
设函数(x)=lim _(narrow infty )dfrac ({x)^n+3}(sqrt {{3)^2n+(x)^2n}}(-infty lt xlt +
已知集合A=(x||x|<3,x∈Z),B=(x||x|>1,x∈Z),则A∩B=( )A. ∅B. {-3,-2,2,3}C. {-2,0,2}D. {-2,
6、设X_(1)sim N(1,2),X_(2)sim N(0,3),X_(3)sim N(2,1),且X_(1),X_(2),X_(3)独立,则P(0le 2
12.已知函数 f(x)= ) x-3,xlt 0 0,xlt 0 (2)^x,xgt 0f(x)= ()-|||-
(3)设X_(1)sim N(1,2),X_(2)sim N(0,3),X_(3)sim N(2,1),且X_(1),X_(2),X_(3)相互独立,则P0le
设集合A= x|-dfrac {1)(2)lt xlt 2} , B=(x|x2≤1), 则A∪B=( )(2009北京, 1, 5分)设集合A=, B={x