A Ferris wheel completes 1 revolution every 18 seconds. At the top, a seat is 16 metres above the ground. At the bottom, it is 1m from the ground. Assume the rider boards the Ferris wheel at the bottom of the wheel. a) What is the period of the Ferris wheel? The amplitude? b) What is the radius of the Ferris wheel? c) How high is the axle above the ground? d) What is the equation of this function? e) Construct a graph showing at least 1 full cycle.

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
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Chapter1: Trigonometry
Section1.8: Applications And Models
Problem 1ECP: Solve the right triangle shown at the right for all unknown sides and angles.
Question
Complete tne
1. A Ferris wheel completes 1 revolution every 18 seconds. At the top, a seat is 16 metres above the
ground. At the bottom, it is 1m from the ground. Assume the rider boards the Ferris wheel at the
bottom of the wheel.
a) What is the period of the Ferris wheel? The amplitude?
b) What is the radius of the Ferris wheel?
c) How high is the axle above the ground?
d) What is the equation of this function?
e) Construct a graph showing at least 1 full cycle.
Transcribed Image Text:Complete tne 1. A Ferris wheel completes 1 revolution every 18 seconds. At the top, a seat is 16 metres above the ground. At the bottom, it is 1m from the ground. Assume the rider boards the Ferris wheel at the bottom of the wheel. a) What is the period of the Ferris wheel? The amplitude? b) What is the radius of the Ferris wheel? c) How high is the axle above the ground? d) What is the equation of this function? e) Construct a graph showing at least 1 full cycle.
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