Let P be the isometry that maps C to C’ with C’ in the half plane opposite F. Since P is an isometry, angle measures are invariant and all corresponding angles are congruent. However, P is an orientation reversing motion.
Let P be the isometry that maps C to C’ with C’ in the half plane opposite F. Since P is an isometry, angle measures are invariant and all corresponding angles are congruent. However, P is an orientation reversing motion.