35.4°, rising to a height of 1693.5 feet above sea level. 896.5 ft 829 135.4° 1693.5 feet above sea level Not drawn to scale (a) Find the vertical rise of the inclined plane. (b) Find the elevation of the lower end of the inclined

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 30E
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Johnstown Inclined Plane The Johnstown
Inclined Plane in Pennsylvania is one of the longest
and steepest hoists in the world. The railway cars travel
a distance of 896.5 feet at an angle of approximately
35.4°, rising to a height of 1693.5 feet above sea level.
896.5 ft
1693.5 feet
above sea level
35.4° Not drawn to scale
(a) Find the vertical rise of the inclined plane.
(b) Find the elevation of the lower end of the inclined
plane.
(c) The cars move up the mountain at a rate of 300 feet
per minute. Find the rate at which they rise vertically.

35.4°, rising to a height of 1693.5 feet above sea level.
896.5 ft
829
135.4°
1693.5 feet
above sea level
Not drawn to scale
(a) Find the vertical rise of the inclined plane.
(b) Find the elevation of the lower end of the inclined
Transcribed Image Text:35.4°, rising to a height of 1693.5 feet above sea level. 896.5 ft 829 135.4° 1693.5 feet above sea level Not drawn to scale (a) Find the vertical rise of the inclined plane. (b) Find the elevation of the lower end of the inclined
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