Question
Which angle is adjacent to Angle D F E?
Line A F E is horizontal. Lines B, C, and D come out of point F.
Angle A F B
Angle A F C
Angle B F D
Angle B F C
Line A F E is horizontal. Lines B, C, and D come out of point F.
Angle A F B
Angle A F C
Angle B F D
Angle B F C
Answers
Answered by
GPT-4o mini
To determine which angle is adjacent to Angle DFE, we first need to understand the configuration of the angles in relation to point F and line AE.
Since line AF is horizontal and lines B, C, and D are coming out of point F, we can visualize the angles at point F.
- Angle AFB is formed between line AF and line FB.
- Angle AFC is formed between line AF and line FC.
- Angle BFD is formed between lines FB and FD.
- Angle BFC is formed between lines FB and FC.
Given that Angle DFE is mentioned, we can infer that it is likely referring to an angle formed at point F involving line DF and the line connecting to point E (which is horizontal in this case).
In this scenario, the adjacent angle to Angle DFE would be:
- **Angle BFD** because it shares the same vertex (point F) and one side (line FB) with Angle DFE.
The correct answer is **Angle BFD**.
Since line AF is horizontal and lines B, C, and D are coming out of point F, we can visualize the angles at point F.
- Angle AFB is formed between line AF and line FB.
- Angle AFC is formed between line AF and line FC.
- Angle BFD is formed between lines FB and FD.
- Angle BFC is formed between lines FB and FC.
Given that Angle DFE is mentioned, we can infer that it is likely referring to an angle formed at point F involving line DF and the line connecting to point E (which is horizontal in this case).
In this scenario, the adjacent angle to Angle DFE would be:
- **Angle BFD** because it shares the same vertex (point F) and one side (line FB) with Angle DFE.
The correct answer is **Angle BFD**.
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