Answer: The congruent corresponding parts:
∠P≅∠T (first letter) , ∠Q≅∠S (second letter), ∠R≅∠R (third letter)
segment PQ ≅ segment TS , segment QR≅ segment SR , segment PR ≅ segment TR.
Step-by-step explanation:
We know that if two triangles area congruent then the corresponding parts area congruent.
Given: ΔPQR ≅ ΔTSR
Then, ∠P≅∠T (first letter) , ∠Q≅∠S (second letter), ∠R≅∠R (third letter)
segment PQ ≅ segment TS , segment QR≅ segment SR , segment PR ≅ segment TR.
Hence, the congruent corresponding parts:
∠P≅∠T (first letter) , ∠Q≅∠S (second letter), ∠R≅∠R (third letter)
segment PQ ≅ segment TS , segment QR≅ segment SR , segment PR ≅ segment TR.
The corresponding parts of a triangle are parts that have the same measurement.
The corresponding parts are: P & T, Q & S and R & R
The given parameter is:
[tex]\mathbf{\triangle pqr \cong \triangle tsr}[/tex]
The above congruence equation means that:
[tex]\mathbf{\angle p \cong \angle t}[/tex]
[tex]\mathbf{\angle q \cong \angle s}[/tex]
[tex]\mathbf{\angle r \cong \angle r}[/tex]
Hence, the corresponding parts are:
P & T, Q & S and R & R
The above highlight means that:
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