f(x)=x^2+ax+b = x
=> x^2+(a-1)x+b = 0
for x=a
a^2+(a-1)a+b=0
2a^2-a+b=0
for double root(a)
1-8b=0
b= 1/8
2a^2-a+b=0
16a^2-8a +1 =0
(4a-1)^2=0
a = 1/4
a=1/4 and b=1/8 #
A={x|x≤-3 or x≥-1},
B={x|2m B is subset of A
m-1 < 2m
m > -1
case 2,B≠ø
=> m-1≤-3 or 2m≥-1
=> m≤-2 or m≥-1/2
case 1 or case 2
m > -1 or (m≤-2 or m≥-1/2)
ie m>-1 or m≤-2 #