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Circle D Is Shown. Line Segments D E, D F, D G, And D H Are Radii. Angle E D F Is 55 Degrees, Angle F D G Is 70 Degrees, And Angle G D H Is 110 Degrees. Which Arc Is Congruent To Arc E H? Arc G H Arc F H Arc G E Arc F G. In circle d, ∠edh ≅ ∠edg. The figure is missing but we can solve the problem from the given information.
In circle d, ∠edh ≅ ∠edg. In circle d, ∠edh ≅ ∠edg. Line segments e d, f d, and g d are radii.
Line segment f h is a diameter. Lines are drawn to connect the points on the circle and to create secants e f, f g, g h, and h e. Line segments d e and d g are radii.
Line segments d e and d g are radii. In circle d, ∠edh ≅ ∠edg. The figure is missing but we can solve the problem from the given information.
Lines are drawn from point e to point g and from point. Line segments d e, d f, d g, and d h are radii. Arc ge is congruent to arc eh ⇒ 3rd answer.
Line segments e d, f d, and g d are radii. Line segments ed, fd, and gd are radii. Line segment f h is a diameter.
Point h is on the other side of the circle. Circle d is shown with the measures of the minor arcs. In circle d, ∠edh ≅ ∠edg.
