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In the triangles, QR = DE and SR = FE. Triangles S Q R and F D E are shown. Angle S R Q is 62 degrees. Angle D E F is 50 degrees. Sides Q R and D E are congruent. Sides S R and F E are congruent. Which statement about the sides must be true? QS = DF DF < QS QS < DE SR = DE

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Answer:

b

Step-by-step explanation:

The sides must be true DF < QS

What are congruent triangles?

Two triangles are said to be congruent if their corresponding sides and angles are equal.

ΔSQR and ΔFDE

QR = DE and SR = FE

∠SQR =62°, ∠DEF =50°

QR ≅ DE and SR ≅ FE

∵ ∠DEF  > ∠SQR

So, side DF < QS

Hence, DF < QS

Learn more about of congruent triangles

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