Copy of Perpendicular and Angle Bisectors_NEYSA DECHACHUTINAN

#1. The figure on the left represents a perpendicular bisector of a segment. Move the points A, B, and C around. What do you observe about Point C(or any point on the perpendicular bisector)?
Your Answer: Point C stays on the bisector no matter which point is being moved. As point C is moved closer to the base, the legs of the triangle are getting shorter.
#2. The figure on the right represents and angle bisector. Move the points E, K, and G around. What do you observe about Point K (or any point on the angle bisector)?
Your answer: As the legs get longer, angle EKF and NKF becomes more narrow at the same rate.
– Neysa Dechachutinan, Stacey Avant, canhalt_1

Information: Copy of Perpendicular and Angle Bisectors_NEYSA DECHACHUTINAN