Respuesta :
Answer:
D
Step-by-step explanation:
Consider reflecting first and then translating.
The transformation that can map ΔPQR onto ΔSTU is;
Option D; reflection, then translation.
From the triangles given, we want to map ΔPQR onto ΔSTU.
- We can see that ΔPQR is in a position that is more or less a mirror copy of ΔSTU. Now, when an object is mirrored it means it has undergone reflection which is like flipping an object over a line and not changing the size or shape.
- After reflection again of ΔPQR, since we want to map it to ΔSTU, we must make it undergo translation so that it can be fully mapped unto ΔSTU.
- In conclusion, the transformation that can map ΔPQR onto ΔSTU is reflection, then translation.
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