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(2.2) Consider the differential equation y = (6x – 2y – 3)1º (1) By making the change of variable u=-6x-2y-3, the differential equation (1) becomes the new differential equation O a) du = (-2u10 + 6) dæ Оb) du 3 (-2u10 + 9) dz Oc) du = (-2u0 + 6æ) dæ Оd) du 3 (-2u10 + 9г) da %3D

(2.2) Consider the differential equation y = (6x – 2y – 3)1º (1) By making the change of variable u=-6x-2y-3, the differential equation (1) becomes the new differential equation O a) du = (-2u10 + 6) dæ Оb) du 3 (-2u10 + 9) dz Oc) du = (-2u0 + 6æ) dæ Оd) du 3 (-2u10 + 9г) da %3D

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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(2.2) Consider the differential equation y = (6x – 2y – 3)10 (1) By making the change of variable u=-6x-2y-3, the differential equation (1) becomes the new differential equation O a) du = (-2u0 + 6) dx Оb) du 3 (-2u10 + 9) dx Oc) du = (-2u0 + 6æ) dæ Оd) du 3 (-2u10 + 9х) da
Transcribed Image Text:(2.2) Consider the differential equation y = (6x – 2y – 3)10 (1) By making the change of variable u=-6x-2y-3, the differential equation (1) becomes the new differential equation O a) du = (-2u0 + 6) dx Оb) du 3 (-2u10 + 9) dx Oc) du = (-2u0 + 6æ) dæ Оd) du 3 (-2u10 + 9х) da
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