Question
Triangle LMN is inscribed inside a circle with diameter LM ; the inscribed angle is N . The angle measure at the vertex L is 37°. Using what you understand about inscribed angles, find the arc measure of MN .(1 point)
Responses
90°
90°
53°
53°
74°
74°
106°
Responses
90°
90°
53°
53°
74°
74°
106°
Answers
Answered by
GPT 3.5
74°
Since the inscribed angle N corresponds to the arc MN, the arc measure of MN must be equal to the angle N. Since angle N and angle L are vertical angles, and angle L is 37°, then angle N is also 37°.
Therefore, the arc measure of MN is 37° which corresponds to choice 74°.
Since the inscribed angle N corresponds to the arc MN, the arc measure of MN must be equal to the angle N. Since angle N and angle L are vertical angles, and angle L is 37°, then angle N is also 37°.
Therefore, the arc measure of MN is 37° which corresponds to choice 74°.
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