已知f(x)是定义在(-1,1)上的偶函数,且在[0,1)为增函数,若f(a-2)-f(4-a^2)<0,则a范围为?

A(根号3,2)U(2,根号5)B(-根号3,-1)U(1,根号3)C(-1,1)D(-2,-根号3)U(根号3,2)... A(根号3,2)U(2,根号5)
B(-根号3,-1)U(1,根号3)
C(-1,1)
D(-2 , -根号3)U(根号3,2)
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-1<x<1
f(x) = f(-x)
f(x) 在[0,1)为增函数
=> f(x) 在[-1,0)为减函数
f(a-2) is defined
=> -1< a-2< 1
1<a< 3
f(4-a^2) is defined
=> -1< 4-a^2 < 1
=> -1< 4-a^2 and 4-a^2 < 1
=> a^2 < 5 and a^2 > 3
=> -√5<a <√5 and { a> √3 or a< -√3 }
√3 < a < √5 or -√5<a< -√3
f(a-2) is defined and f(4-a^2) is defined
=> 1<a< 3 and {√3 < a <√5 or -√5<a<-√3 }
=> 1<a<√5

f(a-2)-f(4-a^2)<0
=> f(a-2) < f(4-a^2)
=> |a-2| < |4-a^2|
case1: for 1<a<2
|a-2| < |4-a^2|
-(a-2) < 4-a^2
a^2-a-2 < 0
(a-2)(a+1)>0
-1<a<2
ie 1<a<2

case 2 for 2=<a <√5
|a-2| < |4-a^2|
=> a-2 < -(4-a^2)
a^2-a+2 >0
(a-2)(a+1) >0
a>2 or a< -1
ie 2< a < √5

case 1 or case 2
1<a<2 or 2< a < √5
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f(a-2)-f(4-a^2)<0

f(a-2)-f(2+a)(2-a)<0 (0.1)为增, (1,-1)为偶,,,

自己算啊
追问
a的平方啊。
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自己算
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