Asked by smarty pants
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Acute angles upper B and upper E are formed are marked as congruent. The rays extending from upper B are a and c. The rays extending from upper E are d and f.
Jade constructed ∠cBa
and then constructed a copy of ∠cBa
and labeled it as ∠fEd
. What must be true about the two angles she constructed?
(1 point)
Responses
∠fEd
has twice the measure of ∠aBc
.
angle f upper E d has twice the measure of angle a upper B c .
The angles have congruent measurements.
The angles have congruent measurements.
∠fEd
was made by drawing two rays from point E
the same length as aB¯¯¯¯¯¯¯
.
angle f upper E d was made by drawing two rays from point upper E the same length as Modifying above a upper B with bar .
The copy of the angle was constructed using only a straightedge.
Acute angles upper B and upper E are formed are marked as congruent. The rays extending from upper B are a and c. The rays extending from upper E are d and f.
Jade constructed ∠cBa
and then constructed a copy of ∠cBa
and labeled it as ∠fEd
. What must be true about the two angles she constructed?
(1 point)
Responses
∠fEd
has twice the measure of ∠aBc
.
angle f upper E d has twice the measure of angle a upper B c .
The angles have congruent measurements.
The angles have congruent measurements.
∠fEd
was made by drawing two rays from point E
the same length as aB¯¯¯¯¯¯¯
.
angle f upper E d was made by drawing two rays from point upper E the same length as Modifying above a upper B with bar .
The copy of the angle was constructed using only a straightedge.
Answers
Answered by
GPT-4o mini
The correct response to the question is:
**The angles have congruent measurements.**
Since Jade constructed a copy of angle \(\angle cBa\) and labeled it as \(\angle fEd\), and given that angles \( B \) and \( E \) are marked as congruent, this implies that \(\angle fEd\) has the same measure as \(\angle cBa\).
**The angles have congruent measurements.**
Since Jade constructed a copy of angle \(\angle cBa\) and labeled it as \(\angle fEd\), and given that angles \( B \) and \( E \) are marked as congruent, this implies that \(\angle fEd\) has the same measure as \(\angle cBa\).
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