Question: Suppose two circles, whose centers are at least 2a units apart (see figure), are centered at F 1 and F 2 , respectively. The radius
Suppose two circles, whose centers are at least 2a units apart (see figure), are centered at F1 and F2, respectively. The radius of one circle is 2a + r and the radius of the other circle is r, where r ≥ 0. Show that as r increases, the intersection point P of the two circles describes one branch of a hyperbola with foci at F1 and F2.

perbola 2a + r F,
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