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to prove APCQ
Proof ∆ DPC and ∆AQB
DP = QB
AB =DC( opp. side of llgm)
APQ = CDP( alternate angle)
by SAS criteria they are congruent
by C.P.C.T PC =AQ
similarly APD and BQC can be congruent
BY C.P.C.T AP = QC
hence,APCQ is llgm whose side are parallel
Proof ∆ DPC and ∆AQB
DP = QB
AB =DC( opp. side of llgm)
APQ = CDP( alternate angle)
by SAS criteria they are congruent
by C.P.C.T PC =AQ
similarly APD and BQC can be congruent
BY C.P.C.T AP = QC
hence,APCQ is llgm whose side are parallel
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