Limit with circles...
- From: "mina_world" <mina_world@xxxxxxxxxxx>
- Date: Tue, 18 Mar 2008 12:30:33 +0900
Hello sir~
There is the circle with center A, radius 1.
There is the circle with center B, radius 2.
Two circles circumscribed to the intersection C.
so, There is the common tangent L of C.
Let P with " P on L and |P - C| = t.(distance) ".
Draw two lines PA, PB.
Q is the intersection point of PA and circle A.
R is the intersection point of PB and circle B.
Find lim{t->0} QR / (t^2). (QR is length)
Answer : 3/4
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If you need a picture,
http://board-2.blueweb.co.kr/user/math565/data/math/circle2.jpg
Sorry. I need your advice.
.
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