Question

Polygon ABCD is a scaled copy of polygon LMOP. Name the angle in the scaled copy that corresponds to angle MOP. Name the segment in the scaled copy that corresponds to segment LM. What is the scale factor from polygon MLPO to polygon BADC?

a) Angle Correspondence: ∠ADC, Segment Correspondence: DC, Scale Factor: 2
b) Angle Correspondence: ∠DCB, Segment Correspondence: DB, Scale Factor: 2
c) Angle Correspondence: ∠BCA, Segment Correspondence: CA, Scale Factor:2
d) Angle Correspondence: ∠CAB, Segment Correspondence: AB, Scale Factor: 2

Answer 1

The angle in the scaled copy that corresponds to angle MOP is ∠ADC. The segment that corresponds to segment LM is segment DC. Additional information would be required to confirm the scale factor.

Step-by-step explanation:

If polygon ABCD is a scaled copy of polygon LMOP, then the corresponding angles and segments will have the same relative positions in both polygons. The angle in polygon ABCD that corresponds to angle MOP would be ∠ADC because when labeling polygons, each letter corresponds to a specific vertex. The segment in polygon ABCD that corresponds to segment LM would be segment DC. As for the scale factor from polygon MLPO to polygon BADC, that information would require additional details not provided in this context, such as the lengths of corresponding sides. However, in the options given, we consistently have a scale factor of 2 mentioned.