K-map Minimization in SOP & POS | f(A,B,C,D)=Σm(0,1,2,4,5,7,8,9,10) | MSBTE K Scheme 2025 | Unit 3

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In this video (Lecture No. 5), we will cover Unit 3 – Combinational Logic Circuits from Digital Techniques (MSBTE K Scheme 2025) with a proper step-by-step explanation in Marathi.

👉 Question for this Lecture:
Minimize expression using K-map in SOP and POS form
f(A, B, C, D) = Σm(0, 1, 2, 4, 5, 7, 8, 9, 10)

This problem is solved using Karnaugh Map (K-map), which is one of the most important techniques in Digital Electronics to simplify Boolean expressions. Both SOP (Sum of Products) and POS (Product of Sums) forms are explained in detail with proper grouping and minimization.

model answer questions video
   • K-Map Solved Repeated Questions | Combinat...  


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📚 What is covered in this lecture?

✔️ Introduction to Combinational Logic Circuits
✔️ Concept of K-map and why it is used
✔️ Step-by-step minimization process in SOP form
✔️ Step-by-step minimization process in POS form
✔️ Proper MSBTE Exam Oriented Explanation
✔️ Important notes for K Scheme 2025


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🎯 Why watch this video?

Specially made for MSBTE Diploma Students (Computer Engineering, Electronics, IT, etc.)

Easy to understand Marathi + English explanation

Covers repeated questions asked in exams

Helps you in preparing proper notes for Unit 3 Digital Techniques

Useful for K-map practice in both SOP & POS


Combinational Logic Circuits, MSBTE Digital Techniques, K-map Minimization, SOP form, POS form, Boolean Expression Simplification, Diploma Computer Engineering, MSBTE Notes, Study With Prathamesh, K Scheme 2025

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