A BCD IS A QUADRILATERAL IN WHICH AD =BC and angle dab = angle CBA prove that angle about is congruent to angle bac
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ABCD is a quadrilateral. So,
AD=BC (s)
DAB=CBA (A)
AB=CD (S)
Thus, The angle is congruent according to CPCT with SAS congruency (criteria)
AD=BC (s)
DAB=CBA (A)
AB=CD (S)
Thus, The angle is congruent according to CPCT with SAS congruency (criteria)
yaswat:
itna der se
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