if WXYZ is a square, then WXYZ is a rhombus

Start from the conclusion and work back up the proof. Click the arrow to show the parents.

• WXYZ is a rhombus, if (distance WX = distance XY) and (distance XY = distance YZ) and (distance YZ = distance ZW), then WXYZ is a rhombus
  • distance WX = distance XY, if ABCD is a square, then distance AB = distance BC
    • WXYZ is a square
  • distance XY = distance YZ, if WXYZ is a square, then distance XY = distance YZ
    • WXYZ is a square
  • distance YZ = distance ZW, if WXYZ is a square, then distance YZ = distance ZW
    • WXYZ is a square