已知椭圆x2a2+y2b2=1过定点A(1,0),且焦点在x轴上,椭圆与曲线|y

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问题:

已知椭圆 
x2
a2
+
y2
b2
=1
过定点A(1,0),且焦点在x轴上,椭圆与曲线|y|=x的交点为B、C.现有以A为焦点,过B,C且开口向左的抛物线,其顶点坐标为M(m,0),当椭圆的离心率满足 
2
3
e2<1
时,求实数m的取值范围.
考点:椭圆的性质(顶点、范围、对称性、离心率)圆锥曲线综合
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C.肺循环血量减少

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C. in turn    

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