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dy а) dx dy b) dx х — у 1 у — х dy —у + 10 d) dx dy 1 с) (х + 1) 2 dx x(х — у) || ||

dy а) dx dy b) dx х — у 1 у — х dy —у + 10 d) dx dy 1 с) (х + 1) 2 dx x(х — у) || ||

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 23E
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Classify each differential equation as separable, exact, linear, homogeneous, or Bernoulli. Some equations can be of more than one kind. Do not solve them

dy a) dx dy b) dx х — у 1 у — х dy dy 1 c) (x + 1)% 3D -у + 10 d) dx dx x(х — у) dy_ y² + y e) dx dy f) dx 5y + y? х + х dy g) ydx 3 (у — ху?) dy h) x- dx yely – x - i) хуу' + у? — 2х j) 2.xy y' + y? = 2x? k) ydx + xdу %3D 0 2y | dx = (3 – In x²) dy I) L dy x² dx dy + 1 у х + e2x'+y³ = 0 m) dx n) + + || ||
Transcribed Image Text:dy a) dx dy b) dx х — у 1 у — х dy dy 1 c) (x + 1)% 3D -у + 10 d) dx dx x(х — у) dy_ y² + y e) dx dy f) dx 5y + y? х + х dy g) ydx 3 (у — ху?) dy h) x- dx yely – x - i) хуу' + у? — 2х j) 2.xy y' + y? = 2x? k) ydx + xdу %3D 0 2y | dx = (3 – In x²) dy I) L dy x² dx dy + 1 у х + e2x'+y³ = 0 m) dx n) + + || ||
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