3. Find the general solution of (x’ + y') dx = A. -3x3 + 2y³ = Cx В. 7x3 + 2у3 Зху dy С. -6х3 - уз %3D Сх D. x3 - 2y3 = Cx = Cx

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Solve the following Differential Equation using any of the following method: -Linear Differential Equations -Bernoulli's Equation -Integrating Factors by Inspection. Select the letter of the correct answer. (Show complete solution)
3.
Find the general solution of (x' + y°) dx = 3xy´ dy
%3D Сх
= Cx
A. -3x³ + 2y³ :
В. 7x3 + 2у3
С. -6х3 - уз %3D Сх
D. x3 - 2y3 = Cx
Transcribed Image Text:3. Find the general solution of (x' + y°) dx = 3xy´ dy %3D Сх = Cx A. -3x³ + 2y³ : В. 7x3 + 2у3 С. -6х3 - уз %3D Сх D. x3 - 2y3 = Cx
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