As we have parametrized our helix (here t is the parameter), we can graph it in R³ using Parametric Plot3D: ParametricPlot 3D [r[t], {t, 0,6*Pi}] Notice how many rotations (periods) you see. How would you adjust this to see exactly 10 rotations? You just need to change something small from the line above. x 1 ParametricPlot 3D r[t], {0,0,0*Pi}|
As we have parametrized our helix (here t is the parameter), we can graph it in R³ using Parametric Plot3D: ParametricPlot 3D [r[t], {t, 0,6*Pi}] Notice how many rotations (periods) you see. How would you adjust this to see exactly 10 rotations? You just need to change something small from the line above. x 1 ParametricPlot 3D r[t], {0,0,0*Pi}|
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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![As we have parametrized our helix (here
t is the parameter), we can graph it in
R³ using
ParametricPlot3D :
ParametricPlot3D[r[t],{t, 0,6*Pi}]
Notice how many rotations (periods) you see. How would you adjust this to see exactly 10 rotations? You just need to change something small from the line above.
ParametricPlot 3D r[t],{0,0,0*Pi}|
]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F02af43a5-a1ff-44d9-89dd-1e2db9d95d08%2F9cb224a8-f587-4f3b-8ed7-b7e322bdce79%2Fy6t025_processed.png&w=3840&q=75)
Transcribed Image Text:As we have parametrized our helix (here
t is the parameter), we can graph it in
R³ using
ParametricPlot3D :
ParametricPlot3D[r[t],{t, 0,6*Pi}]
Notice how many rotations (periods) you see. How would you adjust this to see exactly 10 rotations? You just need to change something small from the line above.
ParametricPlot 3D r[t],{0,0,0*Pi}|
]
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