AIR MATH

Math Question

Question 10 * In regular hexagon \( A B C D E F \) shown below, \( \overline{A D}, \overline{B E} \), and \( \overline{C F} \) all intersect at \( G . \) When \( \triangle A B G \) is reflected over \( \overline{B G} \) and then rotated \( 180^{\circ} \) about point \( G, \triangle A B G \) is mapped onto A. \( \triangle F E G \) B. \( \triangle A F G \) C. \( \triangle C B G \) D. \( \triangle D E G \)

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