SOLUTION: Circle A and B lie inside the biggest circle. The two small circles are tangent to the largest circle and to each other. The radius of circle A is and the radius of circle B is 4.

Question 1082204: Circle A and B lie inside the biggest circle. The two small circles are tangent to the largest circle and to each other. The radius of circle A is and the radius of circle B is 4. Find the sum of the circumferences of the three circles.
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!
You haven't provided enough information to solve.
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As shown, both circles can be tangent to the larger circle and to each other for an infinite range of larger circle diameters.
You need additional information to solve.
Please repost.

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