B 78°10 P 2540 ft. 47°20 d=? To find the distance from observer's point A on one side of a river to a point P on the other side, a line AP' measuring 2,540 feet was laid out on one side and the angles P'AP and AP'P were measured and found to be 470 20' and 78010', respectively. Find the distance from A to P. O 2,113 feet O 3,054 feet 3,383 feet

Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter7: Triangles
Section7.1: The Law Of Sines
Problem 36PS
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11

B
78°10
P
2540 ft.
47°20'
d=?
A
To find the distance from observer's point A on one side of a river to a point P on the other side, a line
AP' measuring 2,540 feet was laid out on one side and the angles P'AP and AP'P were measured and
found to be 470 20' and 78010', respectively. Find the distance from A to P.
2,113 feet
3,054 feet
3,383 feet
Transcribed Image Text:B 78°10 P 2540 ft. 47°20' d=? A To find the distance from observer's point A on one side of a river to a point P on the other side, a line AP' measuring 2,540 feet was laid out on one side and the angles P'AP and AP'P were measured and found to be 470 20' and 78010', respectively. Find the distance from A to P. 2,113 feet 3,054 feet 3,383 feet
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