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Answered by
17
Answer:
⭐PQ=PR (Given)
⭐∴∠PQR=PRQ (Angles opposite to equal sides)
⭐QC=RC (Given)
⭐△PQC≅△CPR
=> By SAS criteria.
❄HENCE PROVED...
# ÀMÀÁŇ
Answered by
2
Answer:
In the above triangles
QC = PR
PQ = CR
CP is common
Therefore, Triangles PCQ and CPR are congruent. (Using SSS congruence criterion)
Therefore, Angle PCQ = Angle CPR (CPCT)
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