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nd symmetric equations of the tangent line to the curve of intersection of the surfaces z = x² + y², z = 20-3y at the point (4, -1, 17 x-1 y + 8 1 4 x-4 -5 O x-1 4 Ox-4 -1 Ox-4 -1 = y-1 8 y-8 -1 y +1 8 y-1 8 Z-24 17 z-17 -24 z-24 17 z-17 -24 z-17 -24

nd symmetric equations of the tangent line to the curve of intersection of the surfaces z = x² + y², z = 20-3y at the point (4, -1, 17 x-1 y + 8 1 4 x-4 -5 O x-1 4 Ox-4 -1 Ox-4 -1 = y-1 8 y-8 -1 y +1 8 y-1 8 Z-24 17 z-17 -24 z-24 17 z-17 -24 z-17 -24

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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ind symmetric equations of the tangent line to the curve of intersection of the surfaces 2 = x2 +y2, z = 20-3y at the point (4, -1, 17, 0 x-1 4 00-4 5 O ** 4 0 x-4 - 1-4 -1 y+8 z - 24 1 n-1 8 C -8 1 2-17 v+1 2-17 8 B 7-21 z-17 -24
Transcribed Image Text:ind symmetric equations of the tangent line to the curve of intersection of the surfaces 2 = x2 +y2, z = 20-3y at the point (4, -1, 17, 0 x-1 4 00-4 5 O ** 4 0 x-4 - 1-4 -1 y+8 z - 24 1 n-1 8 C -8 1 2-17 v+1 2-17 8 B 7-21 z-17 -24
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