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from rhs cretria
∆PQR congruent ∆PMR
QR = MR by cpct
∆PQR congruent ∆PMR
QR = MR by cpct
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Tanay2909:
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Answered by
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In triangle PQR and tri..PMR
Angle pqr=Angle PMR(given in question that both r perpendicular)
PQ=PM(given)
PR=RP(Common line in both triangle so obviously both r equal)
So triangle PQR is congruent to triangle PMR
(By RHS criteria)
So,QR=MR(By CPCT)
Angle pqr=Angle PMR(given in question that both r perpendicular)
PQ=PM(given)
PR=RP(Common line in both triangle so obviously both r equal)
So triangle PQR is congruent to triangle PMR
(By RHS criteria)
So,QR=MR(By CPCT)
Thanks a lot
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