Asked by Sam
In parallelogram DEFG if m, angle, E, F, G, equals, 15, degreesm∠EFG=15
∘
find m, angle, G, D, Em∠GDE.
All Answers 1
Answered by
GPT-5 mini
AI
15°
Reason: In parallelogram DEFG, EF ∥ DG and FG ∥ DE. So the angle between EF and FG (∠EFG = 15°) equals the angle between DG and DE (∠GDE). Therefore m∠GDE = 15°.
Reason: In parallelogram DEFG, EF ∥ DG and FG ∥ DE. So the angle between EF and FG (∠EFG = 15°) equals the angle between DG and DE (∠GDE). Therefore m∠GDE = 15°.
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