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3x + 2y dy 30. dx y(-1) = -1 3x + 2y + 2

3x + 2y dy 30. dx y(-1) = -1 3x + 2y + 2

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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view A Read aloud Draw Highl dy 23. - (x + y+ 1) dy 1-x-y 24. xp x+ y dy tan (x + y) dy 25. 26. sin(x + y) dx dy 27. 2 + Vy- 2r + 3 28. = 1 + e-x+5 dr In Problems 29 and 30 solve the given initial-value problem. dy 29. cos(x + y), y(0) = 7/4 dy 30. 3x + 2y 3x + 2y + 2 y(-1) = -1 blem. Discussion Problems 31. Explain why it is always possible to express any homoge- neous differential equation M(x, yde+ Mx, y) dy -0 in the form dy You might star by proving that M(x, y) and Mr. y) = x*N(1. y/x). 32 Put the homogencou differential eouation
Transcribed Image Text:view A Read aloud Draw Highl dy 23. - (x + y+ 1) dy 1-x-y 24. xp x+ y dy tan (x + y) dy 25. 26. sin(x + y) dx dy 27. 2 + Vy- 2r + 3 28. = 1 + e-x+5 dr In Problems 29 and 30 solve the given initial-value problem. dy 29. cos(x + y), y(0) = 7/4 dy 30. 3x + 2y 3x + 2y + 2 y(-1) = -1 blem. Discussion Problems 31. Explain why it is always possible to express any homoge- neous differential equation M(x, yde+ Mx, y) dy -0 in the form dy You might star by proving that M(x, y) and Mr. y) = x*N(1. y/x). 32 Put the homogencou differential eouation
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