10.¹ (3x² - y²) dx + (xy − x³y¯¹) dy = 0 2 du

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Question 10
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5. 0 dy-y de = Voy de
6. (ye 2x+y³) dx - e-2x dy = 0
7. cos(x+y) dy = sin(x + y) dx
8. (y³0y²) d0 + 20²y dy = 0
Use the method discussed under "Homogeneous Equations"
to solve Problems 9-16.
9. (xy + y²) dx-x² dy = 0
10.1 (3x² - y²) dx + (xy - x³y-¹) dy = 0
11. (y² - xy) dx + x² dy = 0
12. (x² + y²) dx + 2xy dy = 0
x² + t√²²+x²
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Transcribed Image Text:! 1 A 2 N @ 2 W S 5. 0 dy-y de = Voy de 6. (ye 2x+y³) dx - e-2x dy = 0 7. cos(x+y) dy = sin(x + y) dx 8. (y³0y²) d0 + 20²y dy = 0 Use the method discussed under "Homogeneous Equations" to solve Problems 9-16. 9. (xy + y²) dx-x² dy = 0 10.1 (3x² - y²) dx + (xy - x³y-¹) dy = 0 11. (y² - xy) dx + x² dy = 0 12. (x² + y²) dx + 2xy dy = 0 x² + t√²²+x² X 13. # 3 80 E D dx dt $ 4 C 888 F4 R LL F % 5 MA FS V T tx MacBook Air A 6 G Y B & 7 H 89 U N w 14. 8 J DU dy de ( 9 M DD 19 K 0 sec (y/0) + y 0 ) 0 O < F10 L I P command 8₂ #11 ¡ . + { = [ 11 ? 1 option } 1 1 delete
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