2y Solve (3x² + e ²¹) dx + (2xe ² − 4y) dy = 0 A B x² + xe ²y = 2y² = C 2y - D x³ + xe ³y - 2y³ = C 3y (C) © x3 + xe x³ + 2y xe²y — 2y² = C x³+xe ³y - 2y²=C 3y

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.3: Quadratic Equations
Problem 51E
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Question
2y
Solve (3x² + e²v) dx + (2xe ² - 4y) dy=0
е
A
B
x² + x
xe ²y = 2y² = C
2y
D
3y
+ xe ³y - 2y³ = C
© x³ + xe ² - 2y² = C
C
2y
3y
x³ + xe ³y - 2y² = C
Transcribed Image Text:2y Solve (3x² + e²v) dx + (2xe ² - 4y) dy=0 е A B x² + x xe ²y = 2y² = C 2y D 3y + xe ³y - 2y³ = C © x³ + xe ² - 2y² = C C 2y 3y x³ + xe ³y - 2y² = C
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