Answer:
a) AB≅PQ, BC≅QR, CD≅RS, DE≅ST, EA≅TP
b) ∠A≅∠P, ∠B≅∠Q, ∠C≅∠R, ∠D≅∠S, ∠E≅∠T
c) rotated 45° CCW, reflected across a vertical line, translated
Step-by-step explanation:
The congruence relation can be written ...
ABCDE ≅ PQRST
a) Corresponding sides are ...
AB≅PQ, BC≅QR, CD≅RS, DE≅ST, EA≅TP
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b) Corresponding angles are ...
∠A≅∠P, ∠B≅∠Q, ∠C≅∠R, ∠D≅∠S, ∠E≅∠T
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c) ABCDE can be rotated 45° CCW, reflected across a vertical line, and translated to the position of PQRST.
Note: it looks like rotation about point D and reflection across the perpendicular bisector of DS would do the job without any additional translation.
