show that the diagonals of a square are equal and RIGHT BISECTORS of each other
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In the attached figure,
angle DAB=90 degrees
So, Angle DAO = angle BAO= 45 degrees
Hence in triangle AOD,
DO=AO( sides opposite to equal angles are equal.)
Similarly,
AO=OB=OC
Therefore, It is a Square,
angle DAB=90 degrees
So, Angle DAO = angle BAO= 45 degrees
Hence in triangle AOD,
DO=AO( sides opposite to equal angles are equal.)
Similarly,
AO=OB=OC
Therefore, It is a Square,
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