Geometry A2

Geometry Level 4

Two circles centered at O O and P P have radii of length 5 5 and 6 6 respectively. Circle O O passes through point P P . Let the intersection points of circles O O and P P be M M and N N . The area of triangle M N P MNP can be written in simplest form as a b \frac{a}{b} . Find a + b a+b .


The answer is 457.

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1 solution

Ahmad Saad
Dec 3, 2015

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