Lect-24: |Solve: 2r−s−3t = 5eˣ/eʸ |Homogeneous Linear Partial Differential Equation|Pattern-03

Описание: 📘 Lect-24: Pattern-03 | Homogeneous Linear Partial Differential Equation

In this Mathematics lecture (Lecture 24), we solve an important and frequently asked question based on Homogeneous Linear Partial Differential Equations using a clear, step-by-step, and exam-oriented approach 📐. The focus of this lecture is the Pattern-03 type question:

2r − s − 3t = 5eˣ / eʸ

This type of PDE is very important for university examinations and competitive exams, especially in Engineering Mathematics 📝. The complete solution is explained using standard methods so that students can easily understand the concept and apply it in exams.

This lecture is taught by Renuka Ma’am 👩‍🏫, who is well known for simplifying complex mathematics topics and making them easy to understand through logical steps and clear explanations ✨.

🎓 This lecture is useful for students of:
• BCA
• MCA
• BSc Mathematics
• BTech / BE (Engineering Mathematics)
• GATE aspirants 🚀
• Other university and competitive exam students

📌 What you will learn in this lecture:
• Concept of Homogeneous Linear Partial Differential Equation (Pattern-03)
• Step-by-step solution of 2r − s − 3t = 5eˣ / eʸ
• Use of standard notations r, s, t in PDE
• Handling exponential terms in RHS of PDE
• Exam-oriented method to score better marks 💯

🏫 This lecture is especially helpful for students studying under universities such as:
• CSVTU (Chhattisgarh Swami Vivekanand Technical University)
• AKTU (Dr. A.P.J. Abdul Kalam Technical University)
• KTU (APJ Abdul Kalam Technological University)
• PTU (Punjab Technical University)
• UTU (Uttarakhand Technical University)
• and other Indian universities following the Engineering Mathematics syllabus 📚

🎯 If you are preparing for semester exams, GATE, or revising Partial Differential Equations, this lecture will help you build strong concepts and confidence in solving PDE problems 💪.

▶️ Watch the complete lecture for full understanding
👍 Like | 🔔 Subscribe | 💬 Comment for doubts or more important questions

partial differential equations, partial differential equations engineering mathematics, partial differential equations engineering mathematics 3, partial differential equations by gajendra purohit, partial differential equations of first order, partial differential equations pradeep giri, partial differential equations engineering mathematics one shot, partial differential equations engineering mathematics 2, partial differential equation by eliminating arbitrary function, partial differential equations engineering mathematics pradeep giri
homogeneous linear partial differential equations engineering mathematics, homogeneous linear partial differential equations engineering mathematics in telugu, homogeneous linear partial differential equations engineering mathematics 4, homogeneous linear partial differential equations with constant coefficients, homogeneous linear partial differential equation, homogeneous linear partial differential equations with constant coefficients playlist, homogeneous linear partial differential equations with constant coefficients in telugu, homogeneous linear partial differential equation with constant coefficientspde, pde by gajendra purohit, pde ayurved college pune, pde for csir net, pde by eliminating arbitrary function