27. Finding distance. Angela wants to find the distance from point A to her friend Carmen's house at point C on the other side of the river. She knows that the distance from A to Betty's house at B is 540 feet. (See the figure.) The measurement of angles A and B are 57° and 46", respec- tively. Calculate the distance from A to C. Round to the nearest foot. 57° 46° 540 feet A 28. Finding distance. In Exercise 27, find the width of the river assuming that the houses are on the (very straight) banks of the river.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.1: The Law Of Sines
Problem 17E
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27. Finding distance. Angela wants to find the distance from
point A to her friend Carmen's house at point C on the
other side of the river. She knows that the distance from
A to Betty's house at B is 540 feet. (See the figure.) The
measurement of angles A and B are 57° and 46", respec-
tively. Calculate the distance from A to C. Round to the
nearest foot.
57°
46°
540 feet
A
28. Finding distance. In Exercise 27, find the width of the
river assuming that the houses are on the (very straight)
banks of the river.
Transcribed Image Text:27. Finding distance. Angela wants to find the distance from point A to her friend Carmen's house at point C on the other side of the river. She knows that the distance from A to Betty's house at B is 540 feet. (See the figure.) The measurement of angles A and B are 57° and 46", respec- tively. Calculate the distance from A to C. Round to the nearest foot. 57° 46° 540 feet A 28. Finding distance. In Exercise 27, find the width of the river assuming that the houses are on the (very straight) banks of the river.
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