Since the angles \( \angle CAB \) and \( \angle FDE \) are congruent, and Fernanda measured \( \angle FDE \) to be 59°, the measure of the original angle \( \angle CAB \) is also 59°.
Therefore, the correct response is:
The measure of ∠CAB is 59°.
Angles upper A upper B upper C and upper D upper E upper F. Both angles are congruent. An arc joins points upper C and upper B. Another arc joins upper E and upper F. A third, smaller arc passes through upper F.
Fernanda constructed ∠CAB
. She then constructed a copy of ∠CAB
and labeled it as ∠FDE
. Fernanda measures ∠FDE
to be 59°
. What is the measure of the original angle, ∠CAB
, she constructed?
(1 point)
Responses
The measure of ∠CAB
is 59°
.
The measure of angle upper C upper A upper B is 59 degrees .
The measure of ∠CAB
is 118°
.
The measure of angle upper C upper A upper B is 118 degrees .
The measure of ∠CAB
is 59 inches.
The measure of angle upper C upper A upper B is 59 inches.
The measure of ∠CAB
is 118 inches.
1 answer
Since the angles \( \angle CAB \) and \( \angle FDE \) are congruent, and Fernanda measured \( \angle FDE \) to be 59°, the measure of the original angle \( \angle CAB \) is also 59°.
Therefore, the correct response is:
The measure of ∠CAB is 59°.