VTU | 1st Sem | Module 5 | Express Boolean Function as Sum of Minterms | 2025 Scheme | 1BESC104C

Описание: This video explains how to express a Boolean function in Sum of Minterms (Canonical SOP form)
from Module 5 – Digital Modulation / Boolean Representation,
as per VTU 1st Semester syllabus (2025 Scheme – 1BESC104C).
The solution is explained step-by-step using proper VTU exam answer format.
📝 VTU Exam Question (2025 Scheme – 1BESC104C):
Q. Express the Boolean function
📘 Topics Covered:
Boolean function basics
Canonical form (Standard SOP form)
Sum of minterms
Expanding missing variables
Converting expression into canonical form
Minterm representation
🎯 Exam Importance (VTU):
Frequently asked 5–6 mark problem
Important for CIE internal assessments
High-probability simplification question in SEE
Fundamental for K-Map and digital design





📂 Handwritten Notes (FREE)
📌 Our handwritten notes will be uploaded on Telegram:
👉 https://t.me/vtu4all




Join for:
Boolean function problems
Minterm & Maxterm examples
Important digital logic questions
Quick revision notes
📌 Course Details:
Subject: Introduction to Electronics & Communication
Module: 5
Course Code: 1BESC104C
Semester: 1st Semester
Scheme: VTU 2025 Scheme
University: Visvesvaraya Technological University (VTU)


sum of minterms
boolean function in canonical form
express boolean function as sum of minterms
SOP form boolean algebra
canonical SOP form
minterm expansion
boolean algebra minterms
digital logic minterm problem
boolean function solved example
VTU boolean algebra module 5
1BESC104C module 5
VTU 2025 scheme electronics
digital electronics basics
boolean algebra exam questions
engineering digital logic
first year engineering electronics
sum of products form
boolean algebra canonical form example
electronics important questions
digital logic problem solving

Express the Boolean function
F = A + B̅C
in the form of sum of minterms.
#VTU
#1BESC104C
#Module5
#BooleanFunction
#SumOfMinterms
#DigitalLogic
#VTU2025Scheme
#EngineeringElectronics
#FirstYearEngineering