Ab = cd and angle ABO = angle CDO
p.t. traingle abo is congruent to traingle cdo
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Since angle ABO = angle CDO
AB and CD must be parallel.
And since AB=CD, ABCD is a parallelogram.
Similarly, angle BAC = Angle ACD
(parallel lines)
Hence ∆ABO is congruent to ∆CDO by AAS criterion.
Answered by
1
AAS congruency is applied here
ab=cd
angleABO=angleCDO
angleAOB=angleCOB (vertically opp.angles)
hope it helped.
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