y(2x - y + 1)dx + x(3x - 4y + 3)dy = 0 | Reducible to Exact Equation

🔴 Welcome to SK Academy of Mathematics! In this video, we tackle a frequently asked problem from the "Equations Reducible to Exact" topic. We provide a step-by-step solution to the differential equation: y(2x - y + 1)dx + x(3x - 4y + 3)dy = 0 This type of problem is crucial for your VTU M1/M2, B.Tech, B.E., and CSIR NET examinations. We will explain how to find the Integrating Factor and solve it step-by-step. 📚 What you will learn in this video: · How to check if an equation is non-exact. · The method to find the Integrating Factor for reducible equations. · Step-by-step solution to the given problem. 🕐 Timestamps: 0:00 - Introduction to the Problem 1:15 - Checking for Exactness 3:30 - Finding the Integrating Factor 7:45 - Solving the Exact Equation 11:20 - Final Answer & Conclusion 🔗 Relevant Courses: · Engineering Mathematics 1 (M1) · Engineering Mathematics 2 (M2) · B.Tech / B.E. Semester Exams · CSIR NET Mathematical Sciences 📥 Download Resources: [Link to your website/Telegram group for notes - Optional] 🎥 Watch Next: ▶️ [Solving Exact Differential Equations: Link] ▶️ [Linear Differential Equations: Link] ▶️ [VTU M2 All Modules: Link] ✅ Don't forget to Like, Share, and Subscribe to SK Academy of Mathematics for more engineering mathematics tutorials! Press the bell icon 🔔 to get notified of new uploads. #VTU #EngineeringMathematics #DifferentialEquations #SKAcademyOfMathematics --- 🔥 Trending & Most Searched Hashtags for 2026 These hashtags are categorized based on current 2026 trends for maximum reach . For best results, use 3-5 highly relevant hashtags . The first three will appear above your video title . Primary Hashtags (High Volume - Use 1-2) · #VTU · #EngineeringMathematics · #DifferentialEquations · #B Tech · #Mathematics Niche/Topic Specific Hashtags (Most Important - Use 2-3) · #ReducibleToExact · #ExactDifferentialEquation · #M2VTU · #M1VTU · #EngineeringMath · #CSIRNET · #SKAcademyOfMathematics (Branded Tag) Content Type Hashtags · #Tutorial · #HowTo · #ProblemSolving · #ExamPrep Trending/Location Based (2026) · #VTUExam2026 · #Engineering2026 · #Mathematics2026