Solve the differential equation in Exercises 9–22. dy dy = x²Vy, y> 0 10. dx 9. 2Vxy = 1, x, y > 0 dx dy 11. dx dy 3x e 12. dx dy dy 13. Vycos? Vy dx 14. V2ry dx dy = ev+sin x dx dy 15. Vx dx x > 0 16. (sec x)- dy 2rV1 – y², -1< y < 1 17. dx dy 18. dx e2r-y er+y dy 19. y? Зx2уз —бх? dx dy 20. — ху + 3x — 2у — 6 dx 1 dy х dx dy 22. dx ye + 2Vye 21. et-y + e* + e¯y + 1 %3D
Solve the differential equation in Exercises 9–22. dy dy = x²Vy, y> 0 10. dx 9. 2Vxy = 1, x, y > 0 dx dy 11. dx dy 3x e 12. dx dy dy 13. Vycos? Vy dx 14. V2ry dx dy = ev+sin x dx dy 15. Vx dx x > 0 16. (sec x)- dy 2rV1 – y², -1< y < 1 17. dx dy 18. dx e2r-y er+y dy 19. y? Зx2уз —бх? dx dy 20. — ху + 3x — 2у — 6 dx 1 dy х dx dy 22. dx ye + 2Vye 21. et-y + e* + e¯y + 1 %3D
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
![Solve the differential equation in Exercises 9–22.
dy
dy
= x²Vy, y> 0
10.
dx
9. 2Vxy
= 1, x, y > 0
dx
dy
11.
dx
dy
3x e
12.
dx
dy
dy
13.
Vycos? Vy
dx
14. V2ry
dx
dy
= ev+sin x
dx
dy
15. Vx
dx
x > 0 16. (sec x)-
dy
2rV1 – y², -1< y < 1
17.
dx
dy
18.
dx
e2r-y
er+y
dy
19. y?
Зx2уз —бх?
dx
dy
20.
— ху + 3x — 2у — 6
dx
1 dy
х dx
dy
22.
dx
ye + 2Vye
21.
et-y + e* + e¯y + 1
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F690b93c1-a36f-4ba6-8aab-a0d4b7e86b05%2Ff50b4459-ca1c-4d26-97af-baf5041e4730%2Fr6j6857.png&w=3840&q=75)
Transcribed Image Text:Solve the differential equation in Exercises 9–22.
dy
dy
= x²Vy, y> 0
10.
dx
9. 2Vxy
= 1, x, y > 0
dx
dy
11.
dx
dy
3x e
12.
dx
dy
dy
13.
Vycos? Vy
dx
14. V2ry
dx
dy
= ev+sin x
dx
dy
15. Vx
dx
x > 0 16. (sec x)-
dy
2rV1 – y², -1< y < 1
17.
dx
dy
18.
dx
e2r-y
er+y
dy
19. y?
Зx2уз —бх?
dx
dy
20.
— ху + 3x — 2у — 6
dx
1 dy
х dx
dy
22.
dx
ye + 2Vye
21.
et-y + e* + e¯y + 1
%3D
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