题目内容
设集合I={-2,-1,0,1,2},A={1,2},B={-2,-1,1,2},则A∪(CIB)=( )
| A.1 | B.1,2 | C.2 | D.0,1,2 |
∵集合I={-2,-1,0,1,2},B={-2,-1,1,2},∴CIB={0},
A∪(CIB)={1,2}∪{0}={0,1,2},
故选 D.
A∪(CIB)={1,2}∪{0}={0,1,2},
故选 D.
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