ABCD is a quadrilateral. A′BCD′ is the reflection of ABCD in BC, A′′B′CD′ is the reflection of A′BCD′ in CD′ and A′′B′′C′D′ is the reflection of A′′B′CD′ in D′A′′. Show that; if the lines AA′′ and BB′′ are parallel, then ABCD is a cyclic quadrilateral. geometrygeometric transformationreflectiongeometry unsolved