Question

In fig .5.37, Prove that Triangle ABCis congruent to triangle PQR.​

Answer 1

Answer:

AQ = CR and QC is common

So, AC = QR

PQ = CB

angle Q = angle C

So , by Side Angle Side ∆ABC =~ PQR

Answer 2

Step-by-step explanation:

Given,

AQ=CR ,BC = PQ and Angle ACB=angle PQR

to prove:∆ABC=~ ∆RPQ

proof:in ∆ABC and ∆RPQ

Angle ACB=angle PQR(given)

AR-CR=AC

AR-AQ =AC (AQ=CR)

QR = AC

BC =PQ (given)

.: ∆ABC=~ ∆RPQ (SAS)

hence prooved

Bhai...........

hope it is helpful.