Question

look at the diagram.
which term describes \\(\overline{hj}\\)?
altitude
angle bisector
median
none of these

Explanation:

To determine what \(\overline{HJ}\) is, we analyze each term:

• Altitude: A perpendicular segment from a vertex to the opposite side. There's no indication \(\overline{HJ}\) is perpendicular.
• Angle bisector: Divides an angle into two equal parts. No info shows \(\angle KHI\) is bisected.
• Median: Connects a vertex to the midpoint of the opposite side. The length \(KJ = 26\) and \(JI = 18\), so \(J\) is not the midpoint (since \(26

eq18\)).

Since \(\overline{HJ}\) does not fit altitude, angle bisector, or median, the correct term is "none of these".

Answer:

none of these