Question

the parade will end by turning south at point h onto 14th street. what is the geometric term that best fits the route of the parade?

angle ehg

angle eha

angle ahg

angle bed

Explanation:

To determine the geometric term (angle) for the parade's route, we analyze the turn at point \( H \). The parade turns south at \( H \), so we need an angle with vertex \( H \) involving the original path and the new path (14th Street, south).

• Angle \( \text{EHG} \): Vertex \( H \), but we need to check if it relates to the turn at \( H \) onto 14th Street. Wait, actually, the key is the vertex \( H \) and the two rays (original route and new route south).
• Angle \( \text{EHA} \): Not related to the south turn at \( H \) (involves \( A \), not the south direction).
• Angle \( \text{AHG} \): Vertex \( H \), with one ray likely the original path and the other (HG or similar) the southward 14th Street. This fits the turn at \( H \) onto 14th Street.
• Angle \( \text{BED} \): Vertex \( E \), not \( H \), so irrelevant.

So angle \( \text{AHG} \) is the best fit as it has vertex \( H \) (the turning point) and represents the angle between the original route and the new southward route (14th Street).

Answer:

C. angle AHG (assuming the options are labeled A: angle EHG, B: angle EHA, C: angle AHG, D: angle BED; if labels differ, adjust, but the correct angle is angle AHG)

(Note: Since the options are presented as radio buttons, the correct one is "angle AHG".)