A, B, and C are three non-collinear points such that ∣AB∣=c , ∣BC∣=a and ∣CA∣=b. What will be the condition for a point D to be concircle with A, B and C when all the four points belong to same plane?


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Question Number 6830 by Rasheed Soomro last updated on 30/Jul/16

$A, B, a n d C a r e t h r e e n o n - c o l l i n e a r p o i n t s s u c h$ $t h a t ∣ A B ∣= c, ∣ B C ∣= a a n d ∣ C A ∣= b .$ $W h a t w i l l b e t h e c o n d i t i o n f o r a p o i n t D t o b e$ $c o n c i r c l e w i t h A, B a n d C w h e n a l l t h e f o u r$ $p o i n t s b e l o n g t o s a m e p l a n e ?$
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