Question

If ΔMNO ≅ ΔPQR, which of the following can you conclude as being true?

Answer 1

Answer: NQ\cong QR is true.

Explanation:

If two triangles are congruent then their corresponding sides and angles must be congruent.

Here, in $\triangle MNO$ and$\triangle PQR$ , sides MN, NO and OM are corresponding to sides PQ, QR and RP respectively.

Similarly,$\angle M$, $\angle N$and $\angle O$ are corresponding to$\angle P$, $\angle Q$ and $\angle R$respectively.

Thus if $\triangle MNO\cong \triangle PQR$,

Then by CPCT,  $MN\cong PQ$,  $NO\cong QR$  and $OM\cong RP$

And, $\angle M\cong \angle P$, $\angle N\cong \angle Q$ and $\angle O\cong \angle R$

Thus, Option D is correct.

Answer 2

What's the answer to this question, because I need freaking help ASAP, plus a explantion