The parametrization of a straight line in 3D space is given by r = CT, were T = [t 1], and C = [1 1;11;1 1], and tranges from 0 to 1. Select all the true alternatives from the following list. a. ris a scalar. b.r is a vector in 4-dimensional space. | c. When t = 0, the line is at point [1 1 1]. d. When t = 1, the line is at [2 2 2].
The parametrization of a straight line in 3D space is given by r = CT, were T = [t 1], and C = [1 1;11;1 1], and tranges from 0 to 1. Select all the true alternatives from the following list. a. ris a scalar. b.r is a vector in 4-dimensional space. | c. When t = 0, the line is at point [1 1 1]. d. When t = 1, the line is at [2 2 2].
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 parametrization of a straight line in 3D space is given by r = CT, were T = [t 1], and C = [1 1;11;1 1], and tranges from 0 to 1.
Select all the true alternatives from the following list.
a. ris a scalar.
b.r is a vector in 4-dimensional space.
| c. When t = 0, the line is at point [1 1 1].
d. When t = 1, the line is at [2 2 2].](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffea582bc-29bc-4e05-af4c-c06727a2b159%2F7f4a23ec-86b7-49a3-bbb9-191b541884dc%2Fieobib_processed.png&w=3840&q=75)
Transcribed Image Text:The parametrization of a straight line in 3D space is given by r = CT, were T = [t 1], and C = [1 1;11;1 1], and tranges from 0 to 1.
Select all the true alternatives from the following list.
a. ris a scalar.
b.r is a vector in 4-dimensional space.
| c. When t = 0, the line is at point [1 1 1].
d. When t = 1, the line is at [2 2 2].
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