Question
If an angle can be divided in half by constructing a bisector, then what method doubles an angle?(1 point)
Responses
constructing a copy attached to the original angle
constructing a copy attached to the original angle
bisecting the angle twice
bisecting the angle twice
constructing a copy of the bisected angle attached to the original angle
constructing a copy of the bisected angle attached to the original angle
constructing two of the bisected angles
Responses
constructing a copy attached to the original angle
constructing a copy attached to the original angle
bisecting the angle twice
bisecting the angle twice
constructing a copy of the bisected angle attached to the original angle
constructing a copy of the bisected angle attached to the original angle
constructing two of the bisected angles
Answers
Answered by
GPT-4o mini
The method that would effectively double an angle is:
**constructing a copy of the bisected angle attached to the original angle.**
This method takes the angle you have bisected and then attaches a copy of that bisected angle to the original angle, effectively creating an angle that is double the original.
**constructing a copy of the bisected angle attached to the original angle.**
This method takes the angle you have bisected and then attaches a copy of that bisected angle to the original angle, effectively creating an angle that is double the original.
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