Which can you choose for N? (x2" +e-/") dz + N (r, y) dy = 0A) N (r, y) = 12" –e/v – 3B) N (x, y) = 2º In 2 – In revC) N (2, y) = a*2" – pe*D) N (r, y) = n2 r²2" + e=/v – 4%3DE) N (r, y) = 2²2° – e-1/v – Inx

Given x 2y+e-1ydx + N(x,y)dy = 0 Compare it with Mdx +Ndy = 0 Hence M = x2y+e-1y∂M∂y = x 2y ln2 +…

(22" + e-/") dæ + N (2, y) dy = 0 A) N (x, y) = 12" – pe/v – 3 e-r/y B) N (2, y) = 2" In 2 – In rev² C) N (2, y) = a2" – e-"/v D) N (x, y) = In2 r²2" + e=1/v – 4 E) N (x, ) = 22º – pe=/v - Ina

(22" + e-/") dæ + N (2, y) dy = 0 A) N (x, y) = 12" – pe/v – 3 e-r/y B) N (2, y) = 2" In 2 – In rev² C) N (2, y) = a2" – e-"/v D) N (x, y) = In2 r²2" + e=1/v – 4 E) N (x, ) = 22º – pe=/v - Ina

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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Question

Which can you choose for N?

(x2" +e-/") dz + N (r, y) dy = 0
A) N (r, y) = 12" –e/v – 3
B) N (x, y) = 2º In 2 – In rev
C) N (2, y) = a*2" – pe*
D) N (r, y) = n2 r²2" + e=/v – 4
%3D
E) N (r, y) = 2²2° – e-1/v – Inx

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