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In this second lecture of our Linear Programming series, we dive deep into the Graphical Method for Minimization problems. Learn how to accurately solve LPP minimization cases with 2 constraints, identify the unbounded or bounded feasible regions, and find the minimum optimal value. 🔗 Full Course Playlist: • Linear Programming (LPP) Full Course: Step... 📌 Video Chapters: 0:00 - Introduction to Minimization in LPP 0:10 - Defining the Objective Function (Min Z) 6:20 - Plotting Minimization Constraints (≥ signs) 7:50 - Identifying the Feasible Region for Minimization 8:40 - How to Find Corner Points (Extreme Points) 10:20 - Testing Corner Points for Minimum Value 11:29 - Final Solution & Conclusion What You Will Learn: ✔ How to handle "Greater than or equal to" (≥) constraints ✔ Identifying the Unbounded Feasible Region common in minimization ✔ Step-by-step calculation of the Minimum Cost/Value ✔ Plotting lines and finding intersections accurately This lecture is ideal for: • University students studying Operations Research / Management Science • Engineering & Mathematics students • Data Science enthusiasts looking at optimization foundations If this "Step-by-Step" guide helped you, please LIKE, SHARE, and SUBSCRIBE for more simplified math and tech tutorials! Stay Connected: #TechOnlinewithPeace #LPP #Minimization #GraphicalMethod #LinearProgramming #Optimization #MathTutorials