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The center of a Ferris wheel is 100 feet off the ground and its radius is 85 feet. The point A is at the O radian position, B is rotated 7pi r /12 radians from A, and C is rotated 5 pi/4 radians from A. Point b is how many feet above the ground

The center of a Ferris wheel is 100 feet off the ground and its radius is 85 feet. The point A is at the O radian position, B is rotated 7pi r /12 radians from A, and C is rotated 5 pi/4 radians from A. Point b is how many feet above the ground

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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The center of a Ferris wheel is 100 feet off the ground and its radius is 85 feet. The point A is at the O radian position, B is rotated 7pi r /12 radians from A, and C is rotated 5 pi/4 radians from A. Point b is how many feet above the ground
The center of a Ferris wheel is 100 feet off the ground and its radius is 85 feet. The point A is at the 7π 5п O radian position, B is rotated radians from A, and C is rotated 5 radians from A. 12 4 B Q For each point A, B, and C, find how high the position on the Ferris wheel is off the ground. Write an expression using the sine or cosine function and estimate the value. examples: sin(5pi/4) or cos(7pi/12). Point B is feet above the ground. he
Transcribed Image Text:The center of a Ferris wheel is 100 feet off the ground and its radius is 85 feet. The point A is at the 7π 5п O radian position, B is rotated radians from A, and C is rotated 5 radians from A. 12 4 B Q For each point A, B, and C, find how high the position on the Ferris wheel is off the ground. Write an expression using the sine or cosine function and estimate the value. examples: sin(5pi/4) or cos(7pi/12). Point B is feet above the ground. he
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