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(x + 2y — 2) dx + (2x + y + 5) dy = ○ (x + 4)² − 2 (x + 4) (y − 3) + 4(y − 3)² = C O (x+4)² + 2(x + 4) (y − 3) − (y − 3)² = C - ○ (x + 4)² − 4 (x + 4) (y − 3) + 2(y − 3)² = C ○ 2(x + 4)² − 4 (x + 4) (y − 3) + (y − 3)² ○ (x + 4)² − 4(x + 4) (y − 3) − (y − 3)² = C (x+4)² + 4(x+4) (y - 3) + (y - 3)² = C = с

(x + 2y — 2) dx + (2x + y + 5) dy = ○ (x + 4)² − 2 (x + 4) (y − 3) + 4(y − 3)² = C O (x+4)² + 2(x + 4) (y − 3) − (y − 3)² = C - ○ (x + 4)² − 4 (x + 4) (y − 3) + 2(y − 3)² = C ○ 2(x + 4)² − 4 (x + 4) (y − 3) + (y − 3)² ○ (x + 4)² − 4(x + 4) (y − 3) − (y − 3)² = C (x+4)² + 4(x+4) (y - 3) + (y - 3)² = C = с

Algebra for College Students
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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Solve the differential equation

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(x+2y-2) dx + (2x + y + 5) dy = 0 ○ (x + 4)² − 2 (x + 4) (y − 3) + 4(y − 3)² = C (x +4)² + 2 (x + 4) (y − 3) – (y − 3)² = C с O (x + 4)² − 4(x + 4) (y − 3) + 2(y − 3)² = C O2(x+4)? _4(æ +4)(y−3)+ (y− 3) = C O (x+4)² − 4(x + 4) (y − 3) − (y − 3)² = C - ○ (x + 4)² + 4(x + 4) (y − 3) + (y − 3)² = C
Transcribed Image Text:(x+2y-2) dx + (2x + y + 5) dy = 0 ○ (x + 4)² − 2 (x + 4) (y − 3) + 4(y − 3)² = C (x +4)² + 2 (x + 4) (y − 3) – (y − 3)² = C с O (x + 4)² − 4(x + 4) (y − 3) + 2(y − 3)² = C O2(x+4)? _4(æ +4)(y−3)+ (y− 3) = C O (x+4)² − 4(x + 4) (y − 3) − (y − 3)² = C - ○ (x + 4)² + 4(x + 4) (y − 3) + (y − 3)² = C
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