The diagonals of a square ABCD intersect at point O. Show that
triangle AOB is congruent to triangle COD.
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in the triangles AOB and COD,we have
AB=CD (opposite sides of square)
AO=OB
CO=OD (diagonals bisect each other)
so Triangle AOB is congruent to triangle COD
AB=CD (opposite sides of square)
AO=OB
CO=OD (diagonals bisect each other)
so Triangle AOB is congruent to triangle COD
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