3 3 Find the general solution of (2y) dx + (x – x’y°) dy = 0. A. x'y3 – 2 = Cx?y В. хуз + 2 %3D Сх'у ху ) = 0. C. x?y3 + 2 = Cx³y С. D. x'y3 - 2 = Cx³y
3 3 Find the general solution of (2y) dx + (x – x’y°) dy = 0. A. x'y3 – 2 = Cx?y В. хуз + 2 %3D Сх'у ху ) = 0. C. x?y3 + 2 = Cx³y С. D. x'y3 - 2 = Cx³y
3 3 Find the general solution of (2y) dx + (x – x’y°) dy = 0. A. x'y3 – 2 = Cx?y В. хуз + 2 %3D Сх'у ху ) = 0. C. x?y3 + 2 = Cx³y С. D. x'y3 - 2 = Cx³y
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)
Transcribed Image Text:3 3y
Find the general solution of (2y) dx + (x – x’y’) dy = 0.
A. x'y3 – 2 = Cx?y
B. x'y3 + 2 = Cx?y
C. x²y³ + 2 = Cx³y
D. x²y3 - 2 = Cx³y
With integration, one of the major concepts of calculus. Differentiation is the derivative or rate of change of a function with respect to the independent variable.
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