Describe the graph of the equation. r= 8 cos t i - 12 sin t j+k O An ellipse in the planex = 1, center at ( 1,0,0), major axis of length 12 parallel to the y -axis, minor axis of length 8 parallel to the x-axis. O An ellipse in the plane x = 1, center at ( 1,0,0), major axis of length 8 parallel to the x-axis, minor axis of length 12 parallel to the y -axis. O An ellipse in the plane z = 1, center at (0,0,1), major axis of length 8 parallel to the x -axis, minor axis of length 12 parallel to the y -axis. O An ellipse in the plane z = 1, center at (0,0,1), major axis of length 24 parallel to the y-axis, minor axis of length 16 parallel to the x -axis.
Describe the graph of the equation. r= 8 cos t i - 12 sin t j+k O An ellipse in the planex = 1, center at ( 1,0,0), major axis of length 12 parallel to the y -axis, minor axis of length 8 parallel to the x-axis. O An ellipse in the plane x = 1, center at ( 1,0,0), major axis of length 8 parallel to the x-axis, minor axis of length 12 parallel to the y -axis. O An ellipse in the plane z = 1, center at (0,0,1), major axis of length 8 parallel to the x -axis, minor axis of length 12 parallel to the y -axis. O An ellipse in the plane z = 1, center at (0,0,1), major axis of length 24 parallel to the y-axis, minor axis of length 16 parallel to the x -axis.
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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