2018 AMC 12B Problem #21

Geometry Level 3

In A B C \triangle ABC with side lengths A B = 13 , AB = 13, A C = 12 , AC = 12, and B C = 5 , BC = 5, let O O and I I denote the circumcenter and incenter, respectively. A circle with center M M is tangent to the legs A C AC and B C BC and to the circumcircle of A B C . \triangle ABC. What is the area of M O I \triangle MOI ?


This problem is part of the 2018 AMC 12B .
11 4 \dfrac{11}{4} 7 2 \dfrac{7}{2} 3 5 2 \dfrac{5}{2} 13 4 \dfrac{13}{4}

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