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yı = 1 + a3x³ + a6x° + + azx3 y2 = x + b4x* + b7x' + .. Enter the first few coefficients: Az = -1/3 A6 = -1/90

yı = 1 + a3x³ + a6x° + + azx3 y2 = x + b4x* + b7x' + .. Enter the first few coefficients: Az = -1/3 A6 = -1/90

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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Question

Find two linearly independent solutions of y''+2xy = 0 of the form in the image

yı = 1 + azx³ + a6x6 + ... y2 = x + b4x* + b7x' + . Enter the first few coefficients: Az = -1/3 A6 = -1/90 b4 b7 II
Transcribed Image Text:yı = 1 + azx³ + a6x6 + ... y2 = x + b4x* + b7x' + . Enter the first few coefficients: Az = -1/3 A6 = -1/90 b4 b7 II
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