设集合A={x|x2-3x+2=0},B={x|x2+2(a+1)x+(a2-5)=0},若U=R,A⊆CuB,求实数a的取值f范围.

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设集合A={x|x2-3x+2=0},B={x|x2+2(a+1)x+(a2-5)=0},若U=R,A⊆CuB,求实数a的取值f范围.设集合A={x|x2-3x+2=0},B={x|x2+

设集合A={x|x2-3x+2=0},B={x|x2+2(a+1)x+(a2-5)=0},若U=R,A⊆CuB,求实数a的取值f范围.
设集合A={x|x2-3x+2=0},B={x|x2+2(a+1)x+(a2-5)=0},若U=R,A⊆CuB,求实数a的取值f范围.

设集合A={x|x2-3x+2=0},B={x|x2+2(a+1)x+(a2-5)=0},若U=R,A⊆CuB,求实数a的取值f范围.
显然A={1,2},
则B无解,或解不为1,2