In Tringle PQR, PQ =PR-M is a point on PQ and N is a point on PR such that PM- PN, prove that QN=RM.
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Answered by
1
Step-by-step explanation:
We have, PM=15cm,NR=8cm,PQ=25cm and PR=20cm
Now,
MQ=PQ−PM=25−15=10cm and PN=PR−NR=20−8=12cm
Hence,
MQ
PM
=
10
15
=
2
3
Also,
NR
PN
=
8
12
=
2
3
∴ MN∥QR [ By converse proportionality theorem ]
Answered by
2
Step-by-step explanation:
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