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Help with application of law of cosines and sines
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A surveyor needs to determine the distance between two points that lie on opposite banks of a river. Along one bank, 300 yards are measured. The angles from each end of this line segment to a point on the opposite bank are 62° and 53°. Find the distance between A and B to the nearest foot.
|dw:1428617718566:dw|
so we trying to find c?
yeap side "c", yes
well first we can get B by doing 180-62-53
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B=65 degrees
\(\bf \cfrac{sin(B)}{b}=\cfrac{sin(C)}{c}\)
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