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Solve: dy/dx=(x+2y-3)/(2x+y-3)|| Homogeneous Differential Equation || Seperable ODE
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In this video, we will solve the ODE dy/dx=(x+2y-3)/(2x+y-3) . This is a first-order linear differential equation. First we will make the substitution X=x-1, Y=y-1. After the substitution the given ode will become homogeneous differential equation. Then again we make a substitution Y=vX and convert the equation into a seperable differential equation. Here, we try to provide a step-by-step solution of the given problem.
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#homogeneous differential equation
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#seperableode
#firstorderode
#ODE
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If you find this video useful, then please like comment and subscribe. Thank you for watching.
Related Keywords:
#integratingfactor
#homogeneous differential equation
#homogeneousequation
#seperableode
#firstorderode
#ODE
#linearode
#differentialEquation
#maths
#physics
#appliedmaths
#linear
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