2014 · Q76
In a triangle ABC, AD is the median through A and E is the midpoint of AD, and BE produced meets AC at F. Then AF is equal to
Elementary MathematicsGeometry: Lines, Angles and Triangles
- AAC/5
- BAC/4
- CAC/3
- DAC/2
Explanation
By the midpoint theorem applied with a line through D parallel to BF, F divides AC so that AF = AC/3.