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B. 3501 yds
C. 1632 yds
D. 3181 yds

B. 3501 yds C. 1632 yds D. 3181 yds-example-1
User Lop Hu
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1 Answer

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Since we are given two angles of a triangle, we can find the third angle.

180 - 38 - 57 = 85

The angle of the triangle at the Voyager is 85 deg.

We also know the length of the side opposite the Voyager, so we have enough information to establish a ratio in the law of sines.


(a)/(\sin A) = (b)/(\sin B)


(2640~yd)/(\sin 85^\circ) = (x)/(\sin 38^\circ)


x = (2640~yd~\sin 38^\circ)/(\sin 85^\circ)


x = 1632~yd

Answer: C. 1632 yd

User Mike Davlantes
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