Given the following differential equation [xy? - 5] dx + [x?y + 4y] dy = 0 Use the "M" portion to find the general solution - [ F = M dx 8 (y) (A gx- 5y+ 8 (y) F = B F =- y?x? - 5x + g (y) 2 O =** ? + 2y² + 8 (x) D F = 5х + x²y + 2y2 + g (y) E F = y? + g (y) F) = =yx? - 5xy + 8(x,y) G F = 2yx + 8 (y) ® F-* (H - yx3 + 4yx + g (x)

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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Given the following differential equation
[xy? - 5] dx + [x?y + 4y] dy = 0
Use the "M" portion to find the general solution
F =
M dx
8 (y)
(A
yx-5y+ 8(y)
F
(B)
F =- y?x? - 5x + 8 (y)
2
O -*
+ 2y? + 8 (x)
F =
D
F =
5x + -x?y + 2y2 + g (y)
E F = y2 + g (y)
F)
F =
y2 - 5xy + 8 (x,y)
(G)
F = 2yx + 8 (y)
(H
- yx3 + 4yx + g (x)
F =-
Transcribed Image Text:Given the following differential equation [xy? - 5] dx + [x?y + 4y] dy = 0 Use the "M" portion to find the general solution F = M dx 8 (y) (A yx-5y+ 8(y) F (B) F =- y?x? - 5x + 8 (y) 2 O -* + 2y? + 8 (x) F = D F = 5x + -x?y + 2y2 + g (y) E F = y2 + g (y) F) F = y2 - 5xy + 8 (x,y) (G) F = 2yx + 8 (y) (H - yx3 + 4yx + g (x) F =-
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