What name shall I give to this problem? - 2

Geometry Level 5

In ABC\triangle ABC, DD and EE are points on BCBC such that BD=DE=ECBD = DE = EC. FF is a point on ACAC such that AF=FCAF=FC. If ADAD and AEAE intersect BFBF respectively at PP and QQ. Then, the ratio BPPQ\dfrac{BP}{PQ} can be expressed as ab\dfrac{a}{b}, where aa and bb are coprime integers. Find 10a+b10a+b.


This problem is from the set What name should I give?
×

Problem Loading...

Note Loading...

Set Loading...