VideoLook at the diagram.WXYZWhich term describes XZ?altitudeangle bisectorperpendicular bisectormedian

To determine what term describes line segment $XZ$ in the diagram with points $W, X, Y, Z$, we can analyze the definition of each option provided:

1. Altitude: A line segment from a vertex of a triangle perpendicular to the opposite side.
2. Angle bisector: A line that divides an angle into two equal angles.
3. Perpendicular bisector: A line that is perpendicular to a segment at its midpoint.
4. Median: A line segment from a vertex to the midpoint of the opposite side.

Analysis:

• If $XZ$ is drawn from vertex $X$ to side $WZ$ and is perpendicular to $WZ$, then $XZ$ is an altitude.
• If point $Z$ is the midpoint of side $WY$, then $XZ$ is a median.
• If $XZ$ divides an angle at vertex $X$ evenly, then it is an angle bisector.
• If $XZ$ meets side $WY$ at its midpoint, forming a $90^\circ$ angle with it, then it is a perpendicular bisector.

Conclusion:

To provide a precise answer, one would need to evaluate the diagram. However, based purely on the definitions, the term that describes $XZ$ is contingent upon the properties showcased in the diagram.

If the segment $XZ$ is drawn perpendicular to side $WZ$ and is from vertex $X$, it would most likely be described as an altitude.

Final Answer:

Altitude (if $XZ$ is perpendicular to the opposite side $WZ$).