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Covider that te curve c is an inters ecdios of the surfaces SMown below If Cirlt)= (x(t), (t), Zlt) ), +ef,s] of C, a pesuble pavametri atien form for r(t) isY A) r() = (, 블로, x(1), js a 2y +2-3 con te [0, v3] 6 B) r() = (, 꽃, (). con te [0, v®] 6 1 c) r() = (¥, y(t), 뽕). con te [0, v8] (2-v3co(t) y(t), V2sin(t)), con te [0, ]

Covider that te curve c is an inters ecdios of the surfaces SMown below If Cirlt)= (x(t), (t), Zlt) ), +ef,s] of C, a pesuble pavametri atien form for r(t) isY A) r() = (, 블로, x(1), js a 2y +2-3 con te [0, v3] 6 B) r() = (, 꽃, (). con te [0, v®] 6 1 c) r() = (¥, y(t), 뽕). con te [0, v8] (2-v3co(t) y(t), V2sin(t)), con te [0, ]

Advanced Engineering Mathematics
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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Covider that te curve c is an inters ecdios of the surfaces SMown below If Cirlt)= (x(t), (t), Zlt) ), +ef,s] of C, a pesuble pavametri atien form for r(t) isY A) r() = (, 블로, x(1), js a 2y +2-3 con te [0, v3] 6 B) r() = (, 꽃, (). con te [0, v®] 6 1 c) r() = (¥, y(t), 뽕). con te [0, v8] (2-v3co(t) y(t), V2sin(t)), con te [0, ]
Transcribed Image Text:Covider that te curve c is an inters ecdios of the surfaces SMown below If Cirlt)= (x(t), (t), Zlt) ), +ef,s] of C, a pesuble pavametri atien form for r(t) isY A) r() = (, 블로, x(1), js a 2y +2-3 con te [0, v3] 6 B) r() = (, 꽃, (). con te [0, v®] 6 1 c) r() = (¥, y(t), 뽕). con te [0, v8] (2-v3co(t) y(t), V2sin(t)), con te [0, ]
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