The four figures below are graphs of the vector-valued function r(t) = 8 cos ti + 8 sin tj + (t/8)k. Match each of the four graphs with the point in space from which the helix is viewed. The four points are (0, 0, 60), (60, 0, 0), (-60, 0, 0), and (30, 60, 30). (a) (b) M Ⓒ (-60, 0, 0) (30, 60, 30) (0, 0, 60) (60, 0, 0) (0, 0,60) (60, 0, 0) Ⓒ (-60, 0, 0) (30, 60, 30) (d) O Ⓒ (0, 0, 60) (60, 0, 0) Ⓒ (-60, 0, 0) (30, 60, 30) Ⓒ (0, 0, 60) Ⓒ (60, 0, 0) Ⓒ (-60, 0, 0) (30, 60, 30)
The four figures below are graphs of the vector-valued function r(t) = 8 cos ti + 8 sin tj + (t/8)k. Match each of the four graphs with the point in space from which the helix is viewed. The four points are (0, 0, 60), (60, 0, 0), (-60, 0, 0), and (30, 60, 30). (a) (b) M Ⓒ (-60, 0, 0) (30, 60, 30) (0, 0, 60) (60, 0, 0) (0, 0,60) (60, 0, 0) Ⓒ (-60, 0, 0) (30, 60, 30) (d) O Ⓒ (0, 0, 60) (60, 0, 0) Ⓒ (-60, 0, 0) (30, 60, 30) Ⓒ (0, 0, 60) Ⓒ (60, 0, 0) Ⓒ (-60, 0, 0) (30, 60, 30)
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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![The four figures below are graphs of the vector-valued function r(t) = 8 cos ti + 8 sin tj + (t/8)k. Match each of the four graphs with the point in space from which the helix is viewed. The four points are (0, 0, 60), (60, 0, 0), (-60, 0, 0), and (30, 60, 30).
Ⓒ (0, 0,60)
Ⓒ (60, 0, 0)
Ⓒ (-60, 0, 0)
(30, 60, 30)
(b)
Ⓒ (0, 0,60)
(60, 0, 0)
Ⓒ (-60, 0, 0)
(30, 60, 30)
(c)
O
Ⓒ (0, 0,60)
(60, 0, 0)
(d)
(-60, 0, 0)
(30, 60, 30)
Ⓒ (0, 0, 60)
(60, 0, 0)
Ⓒ (-60, 0, 0)
(30, 60, 30)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7ac392e2-4675-4f88-9d78-8c7af6559e48%2F59853ff2-d9a9-4a94-a636-7fe307ac23bf%2Fzhlk8qd_processed.png&w=3840&q=75)
Transcribed Image Text:The four figures below are graphs of the vector-valued function r(t) = 8 cos ti + 8 sin tj + (t/8)k. Match each of the four graphs with the point in space from which the helix is viewed. The four points are (0, 0, 60), (60, 0, 0), (-60, 0, 0), and (30, 60, 30).
Ⓒ (0, 0,60)
Ⓒ (60, 0, 0)
Ⓒ (-60, 0, 0)
(30, 60, 30)
(b)
Ⓒ (0, 0,60)
(60, 0, 0)
Ⓒ (-60, 0, 0)
(30, 60, 30)
(c)
O
Ⓒ (0, 0,60)
(60, 0, 0)
(d)
(-60, 0, 0)
(30, 60, 30)
Ⓒ (0, 0, 60)
(60, 0, 0)
Ⓒ (-60, 0, 0)
(30, 60, 30)
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