If BR= PC and angle ACB= angle QRP and AB= PQ. Prove AC= QR
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Given,
BR= PC, <ACB = <QRP, & AB = PQ.
To prove:- AC = QR
proof :- inΔABC &ΔPQR
BR= PC
<ACB= <QRP
AB= PQ
so, by S-A-S congruent property,
ΔABC=~ ΔPQR
by c. p. c. t,
........................
[ AC= QR ] Proved ___.
........................
BR= PC, <ACB = <QRP, & AB = PQ.
To prove:- AC = QR
proof :- inΔABC &ΔPQR
BR= PC
<ACB= <QRP
AB= PQ
so, by S-A-S congruent property,
ΔABC=~ ΔPQR
by c. p. c. t,
........................
[ AC= QR ] Proved ___.
........................
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