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In this lecture of Partial Differential Equations (PDE), Abhijeet Sir explains: 1. Type 4 Lagrange’s Linear Equation: Pp + Qq = R using the Method of Multiplier 2. Clairaut’s Form: z = px + qy + f(p, q) You will learn how to solve Type 4 PDEs using multipliers, derive complete integrals, and understand the geometrical and analytical structure of Clairaut’s Form. Step-by-step solved examples make it simple for Engineering Mathematics, MHT-CET, JEE, GATE, and university exams. ⸻ 📚 Topics Covered: ✅ Recap of Lagrange’s Form – Pp + Qq = R ✅ Method of Multiplier for solving Lagrange’s PDE ✅ Introduction to Clairaut’s Form: z = px + qy + f(p, q) ✅ General and singular solutions ✅ Important solved examples and exam-oriented shortcuts ⸻ 📺 Watch Full Playlist: 🔗 Partial Differential Equations – Engineering Mathematics • Partial Differential Equation | Engineerin... 📲 Connect with Abhijeet Men Academy: 📘 Facebook: / abhijeetmenacademy 📸 Instagram: / abhijeetmenacademy 💬 Telegram (Notes, Links & Updates): https://t.me/+7iYXsU7IHuUyMmY1 📱 Download Our Learning App: • Google Play Store: https://play.google.com/store/apps/de... • Apple App Store: https://apps.apple.com/in/app/classpl... 🖥️ Academy Org Code: buqej ⸻ 🔖 Hashtags: #PartialDifferentialEquations #LagrangeEquation #ClairautForm #MethodOfMultiplier #EngineeringMathematics #AbhijeetMenAcademy #AbhijeetSir #PDE #EngineeringMaths #MathsForEngineers #DifferentialEquations #MHTCET #JEE #GATEPreparation #StudyWithAbhijeetSir