solving non homogeneous differential equation dy/dx=(x-2y+5)/(2x+y-1)

solving non homogeneous differential equation dy/dx=(x-2y+5)/(2x+y-1)
In this video, we dive into Chapter 9 of BS/BSc Mathematical Methods, focusing on Exercise 9.3, Question 20.
We'll solve a non-homogeneous first-order differential equation of the form \( \frac{dy}{dx} = \frac{x - 2y + 5}{2x + y - 1} \).
Follow along as we break down the steps to simplify and solve this differential equation with a detailed, step-by-step approach.‪@Educationalinfo786‬
*Hashtags:*
#mathematicalmethods
#differentialequations
#bsmath
#bscmathproblem
#nonhomogeneousdifferentialequation #differentialcalculusbsc1styear
#mathtutorial
#firstorder
#mathsbypramodsir
#exercise9_3
#mathsolutions
#cambridgeuniversity
#stepbystepmath
#solveequations
#solvingequations
Keywords:**
BS BSc Mathematical Methods,
solving non-homogeneous
solving non-homogeneous differential equations,
solving non-homogeneous linear recurrence relations,
BS Bsc Mathematical method Exercise 9.3 Question 20,
solving non-homogeneous linear systems by variation,
solving non homogeneous recurrence relation,
solving non homogeneous partial differential equations,
solving non homogeneous heat equation,
solve non homogeneous differential equation,
solve non-homogeneous,
solution of non homogeneous equation in matrix,
solution of non homogeneous wave equation,
first-order differential equations, non-homogeneous differential equation,
Exercise 9.3 Question 20,
solve dy/dx,
differential equation solution,
math tutorial,
math methods chapter 9,
solving dy/dx