The London Eye is an observation wheel with a radius of 78 m. Rides consist of one complete revolution, which takes 40 minutes, and begin on a platform 4 m above the ground. The height, h(t), in metres, of a rider above the ground as a function of time, t, in minutes, can be expressed as h(t) = a sin[b(t c)] + d. - Oh(t) = 39 sin Oh(t) = 39 sin Ⓒh(t) = 78 sin Oh(t): = 78 sin 75 40 75 Which of the following equations could represent the function h(t)? 40 7 20 75 O 20 € 3 3 (t -7. 7.5) Height (m) 0 (t -7.5 +82 7.5)] + -78 (0,4) (t – 7.5)] + 82 (t — 7.5) + 78 15 Time (min) 30
The London Eye is an observation wheel with a radius of 78 m. Rides consist of one complete revolution, which takes 40 minutes, and begin on a platform 4 m above the ground. The height, h(t), in metres, of a rider above the ground as a function of time, t, in minutes, can be expressed as h(t) = a sin[b(t c)] + d. - Oh(t) = 39 sin Oh(t) = 39 sin Ⓒh(t) = 78 sin Oh(t): = 78 sin 75 40 75 Which of the following equations could represent the function h(t)? 40 7 20 75 O 20 € 3 3 (t -7. 7.5) Height (m) 0 (t -7.5 +82 7.5)] + -78 (0,4) (t – 7.5)] + 82 (t — 7.5) + 78 15 Time (min) 30
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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![The London Eye is an observation wheel with a radius of 78 m. Rides consist of one complete revolution,
which takes 40 minutes, and begin on a platform 4 m above the ground. The height, h(t), in metres, of a
rider above the ground as a function of time, t, in minutes, can be expressed as
h(t) = a sin[b(t— c)] + d.
Oh(t) = 39 sin
Oh(t) = 39 sin
7
40
Which of the following equations could represent the function h(t) ?
(t — 7.5)] + 82
7
40
20
Height (m)
Oh(t) = 78 sin
Oh(t) = 78 sin(t - 7.5)]
(t - 7.5)]
h
0
(t — 7.5)] + 78
(0,4)
+82
+ 78
15
Time (min)
30](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F44715cef-6ea6-442f-b2a0-cfefad1cb24c%2Fe35d5f39-8c31-48d1-b9c0-2e644131e8d0%2Ff9pxcun_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The London Eye is an observation wheel with a radius of 78 m. Rides consist of one complete revolution,
which takes 40 minutes, and begin on a platform 4 m above the ground. The height, h(t), in metres, of a
rider above the ground as a function of time, t, in minutes, can be expressed as
h(t) = a sin[b(t— c)] + d.
Oh(t) = 39 sin
Oh(t) = 39 sin
7
40
Which of the following equations could represent the function h(t) ?
(t — 7.5)] + 82
7
40
20
Height (m)
Oh(t) = 78 sin
Oh(t) = 78 sin(t - 7.5)]
(t - 7.5)]
h
0
(t — 7.5)] + 78
(0,4)
+82
+ 78
15
Time (min)
30
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