ABCD is a quadrilatral in which AD=BC and angleDAB=angleCAB prove that
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lets take ΔABD and ΔADC
So,
AB=AC [given]
BD=DC [the transversal divides the base into two equal halfs]
AD=AD [common]
so,ΔABD≈ΔADC
So ,
by C.P.CT ∠DAB = ∠CAB - proved !
So,
AB=AC [given]
BD=DC [the transversal divides the base into two equal halfs]
AD=AD [common]
so,ΔABD≈ΔADC
So ,
by C.P.CT ∠DAB = ∠CAB - proved !
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