Find a unit vector tangent to the curve of 25 intersection of – x? – 2y3 = z - 3 and 4y – 3z? =- x+ 6 at the point (1,1,0)

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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Find a unit vector tangent to the curve of intersection of -x^2 - 2y^3 = z - 3 and 25/x2 - 4y - 3z^2 = - x + 6 at the point (1,1,0).

Find a unit vector tangent to the curve of
25
intersection of – x? – 2y3 = z – 3 and
4y – 3z? =- x+ 6 at the point (1,1,0)
4
1
A.
V21' V21' V21
4
В.
V21' V21' V21
2
4
1
2
С.
V21'
V21
4
D.
V21'
1
2
V21
V21
E. None of these
Transcribed Image Text:Find a unit vector tangent to the curve of 25 intersection of – x? – 2y3 = z – 3 and 4y – 3z? =- x+ 6 at the point (1,1,0) 4 1 A. V21' V21' V21 4 В. V21' V21' V21 2 4 1 2 С. V21' V21 4 D. V21' 1 2 V21 V21 E. None of these
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