If ∆ MNO ≅ ∆ PQR, then MO corresponds to
PQ
QR
PR
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Answer:
The answer will be PR.
Step-by-step explanation:
The correspondence of any two sides can easily be found by looking at the triangle name.
As a case in point, consider the triangles of our question i.e, ∆ MNO and ∆ PQR.
Here, MN = PQ
MO = PR
NO = QR
It is applicable in the same way in the case of angles too;
like, in the same triangle;
∠MNO = ∠PQR
∠MON = ∠PRQ
∠NMO = ∠QPR
Its all about the naming of the triangle. If its right then the corresponding angles and sides can be found.
That's all.
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