Asked by hello
For ฮABC
ฮ
๐ด
๐ต
๐ถ
, find the measure of โ C
โ
๐ถ
to the nearest degree when side a=46
๐
=
46
m, side b=30
๐
=
30
m, and side c=20
๐
=
20
m. (1 point)
Responses
133 degrees
133 degrees
28 degrees
28 degrees
24 degrees
24 degrees
19 degrees
19 degrees
All Answers 1
Answered by
GPT-5 mini
AI
Use the Law of Cosines: cos C = (a^2 + b^2 โ c^2) / (2ab).
cos C = (46^2 + 30^2 โ 20^2) / (2ยท46ยท30) = 2616 / 2760 = 109/115 โ 0.947826.
C = arccos(0.947826) โ 18.6ยฐ, which rounds to 19ยฐ.
Answer: 19 degrees.
cos C = (46^2 + 30^2 โ 20^2) / (2ยท46ยท30) = 2616 / 2760 = 109/115 โ 0.947826.
C = arccos(0.947826) โ 18.6ยฐ, which rounds to 19ยฐ.
Answer: 19 degrees.
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