2 (2y² + 5xy 4 Ο α. χ' (y² + 2xy = y + 2) = C O b. x4 (y² O 2y + 4) dx + x (2x + 2y − 1) dy = 0 - - 2xy y + 2) = C c. y¹ (y² + 2xy + y + 2) = C

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter13: Conic Sections
Section13.1: Circles
Problem 48PS
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Use Exact Differential Equation

Solve
2 (2y² + 5xy
2y + 4) dx + x (2x + 2y − 1) dy = 0
4
O a. x² (y² + 2xy = y + 2) = C
-
-
O b. x² (y² 2xy = y + 2) = C
O
c. y¹ (y² + 2xy + y + 2) = C
Transcribed Image Text:Solve 2 (2y² + 5xy 2y + 4) dx + x (2x + 2y − 1) dy = 0 4 O a. x² (y² + 2xy = y + 2) = C - - O b. x² (y² 2xy = y + 2) = C O c. y¹ (y² + 2xy + y + 2) = C
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