Geometry Problem 1485 with Solution: Triangle, Orthocenter, Altitude, Circle, Diameter, Tangent, Measurement
The figure shows a triangle ABC with orthocenter H. AT is tangent to the
circle with diameter BC, TH extended meets the circle at F. If AH = 20,
HE = 7, and TH = 16, find the measure of HF.
Orthocenter
The orthocenter of a triangle is the point of intersection of the altitudes.
Search gogeometry.com
Recent Additions
Geometry Problems
Open Problems
Visual Index
Ten problems: 1411-1420
All Problems
Triangle
Altitude
Orthocenter
Perpendicular lines
Circle
Diameter
Circle Tangent Line
Triangle Centers
View or Post a solution