1s. (y- -dr1+9x/ dy+ x'y = 016. (5y – 2x)y' – 2y = 017. (tan x- sin x sin y) dx + cos x cos y dy18. (2y sin x cos x – y + 2y²ety") dx(rsinx - 4xye") dy19. (4r'y - 15r² - y) dt + (r + 3y2-t) dy 020.dt +ve+dy = 02.4EXACT EQUATIONS69(b) Show that the initial conditions y(0)=-2 andv(1)= I determine the same implicit solution.(c) Find explicit solutions vCr) and v-(x) of the dif-

Name: 1s. (y- -dr1+9x/ dy+ x'y = 016. (5y – 2x)y' – 2y = 017. (tan x- sin x
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Description: 1s. (y- -dr1+9x/ dy+ x'y = 016. (5y – 2x)y' – 2y = 017. (tan x- sin x sin y) dx + cos x cos y dy18. (2y sin x cos x – y + 2y²ety") dx(rsinx - 4xye") dy19. (4r'y - 15r² - y) dt + (r + 3y2-t) dy 020.dt +ve+dy = 02.4EXACT EQUATIONS69(b) Show that the i

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15. ( dx +x'y = 0 15. xy 1+9x/ dy 16. (5y – 2x)y' – 2y = 0 17. (tan x - sin x sin y) dr+ cos x cos v dy = 0 18. (2y sin x cos x- y + 2yPe) dx = (x – sin²x – 4xye) dy %3D 19. (4r'y 15r² - y) dt + (r + 3y2-1) dy 0 %3D 20. dt + 2 + y2 dy = 0 ve +

15. ( dx +x'y = 0 15. xy 1+9x/ dy 16. (5y – 2x)y' – 2y = 0 17. (tan x - sin x sin y) dr+ cos x cos v dy = 0 18. (2y sin x cos x- y + 2yPe) dx = (x – sin²x – 4xye) dy %3D 19. (4r'y 15r² - y) dt + (r + 3y2-1) dy 0 %3D 20. dt + 2 + y2 dy = 0 ve +

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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