Question

if triangle ABC congruent to triangle NMO name the congruent sides and angles

Answer 1

Answer: Equal sides are AB=NM, BC=MO and AC=NO.

           Equal angles are ∠ABC=∠NMO,∠BCA=∠MON and ∠CAB=∠ONM.

Step-by-step explanation:

• Congruency of two triangles means they both are of same size have  equal corresponding sides and equal corresponding angles.
• Here ΔABC ≅ ΔNMO (Given)
• So, AB=NM, BC=MO and AC=NO.
• And, ∠ABC=∠NMO,∠BCA=∠MON and ∠CAB=∠ONM.

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Answer 2

Given:

Δ ABC is congruent to Δ NMO.

To Find:

Find the congruent sides and congruent angles.

Solution:

Δ ABC≅Δ NMO.

Congruent triangles follow the order of CPCT (Corresponding parts of congruent triangles).

∴ For Sides:

   $AB=NM\\BC=MO\\CA=ON$

   For Angles:

   ∠$CAB$=∠$ONM$

   ∠$ABC$=∠$NMO$

   ∠$BCA$=∠$MON$