5. Case III of Non-homogeneous recurrence relation || when f(n) is b^n.P(n) || Examples of Non-homo.

5. Case III of Non-homogeneous recurrence relation || when f(n) is b^n.P(n) || Examples of Non-homo. Radhe Radhe In this video, third case of non-homogeneous linear Recurrence relation with constant coefficient is discussed, when the function f(n) is a product of B^n.P(n), where B is not a characteristic root. Its steps to find particular solution are explained. Then some questions with general solutions are discussed completely. In coming videos, I will discuss others cases to find particular solutions. I hope this video will be beneficial for you. You can see more videos on topics of Recurrence Relation in the following playlist:    • Recurrence Relation   📞 Contact & Classes *👩‍🏫 Make Maths Easy Classes by Dr. Nisha Godani* 📱 *Call/WhatsApp:* +91 9039006536 📍 **Google Business Profile: https://share.google/KmkoZtZx5A2uhUcxD ▶️ **YouTube (My Math):    / @mymath355   📸 **Instagram:   / nishagodani   📚 *Online & Offline Classes Available* ✔ Class 9–12 ✔ Graduation ✔ Post Graduation ✔ GATE, UGC NET & Other Competitive Exams 🙏 Thank you for watching! 👍 If you found this video helpful, please *Like, Share, Comment, and Subscribe* for more mathematics lectures and solved examples