Computer Science Courses

Chapter 12: Digital Logic Design Exam Tests

Digital Logic Design MCQs - Chapter 12

Simplification of Boolean Functions Multiple Choice Questions (MCQs) PDF Download - 1

Free Simplification of Boolean Functions Multiple Choice Questions (MCQs) with Answers PDF (Simplification of Boolean Functions MCQs PDF e-Book) download Ch. 12-1 to study Digital Logic Design Course. Practice Two and Three Variable Maps MCQs, Simplification of Boolean Functions trivia questions and answers PDF to prepare for job interview. The Simplification of Boolean Functions MCQs App: Download free learning app for map method, product of sums simplification, don't care conditions, four variable map career test to learn online certificate courses.

The Multiple Choice Question (MCQ Quiz): Two variables will be represented by; "Simplification of Boolean Functions" App Download (Free) with answers ‘six minterms’, ‘eight minterms’, ‘five minterms’ and ‘four minterms’ for computer science online degree programs. Solve Analysis of Asynchronous Sequential Logic Quiz Questions, download Google eBook (Free Sample) for computer software engineer online degree.

Simplification of Boolean Functions Questions & Answers PDF Download: MCQ Quiz 1

MCQ 1:

Two variables will be represented by

  1. eight minterms
  2. six minterms
  3. five minterms
  4. four minterms
MCQ 2:

NAND function is represented by

  1. F=x
  2. F=(xy)'
  3. F=xy
  4. F=(x+y)'
MCQ 3:

The output of AND gates in Sum of Product (SOP) is connected to

  1. NOT gates
  2. OR gates
  3. AND gates
  4. XOR gates
MCQ 4:

The logical sum of minterms associated with Boolean function specifies the conditions under which the function is

  1. equals to 1
  2. equals to 0
  3. none
  4. both
MCQ 5:

The minterms in a karnaugh map are marked with a

  1. y
  2. x
  3. 0
  4. 1

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Simplification of Boolean Functions App (Android & iOS)

Simplification of Boolean Functions App (Android & iOS)

Digital Logic Design App (Android & iOS)

Digital Logic Design App (iOS & Android)

Computer Architecture App (Android & iOS)

Computer Architecture App (Android & iOS)

Semantic Web App (Android & iOS)

Semantic Web App (iOS & Android)