Skinny Triangle

Geometry Level 5

Let ABCABC be a triangle such that AB=24AB=24 is the diameter of of a circle OO. Points FF and EE lie on the intersection of the circle and lines BCBC and ACAC, respectively, such that BF=1BF=1 and AE=3AE=3. Find the perimeter of triangle ABCABC. Round your answer to the nearest integer.

This problem was created while accidentally misinterpreting an OMO problem. :D

×

Problem Loading...

Note Loading...

Set Loading...