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Chapter 12: Digital Logic Design Exam Tests

Digital Logic Design MCQs - Chapter 12

Simplification of Boolean Functions Multiple Choice Questions PDF Download - 9

The e-Book Simplification of Boolean Functions Multiple Choice Questions and Answers (MCQs), Simplification of Boolean Functions MCQ Quiz PDF, test 9 to study online Digital Logic Design Course. Practice Two Level Implementations 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 tabulation method, two and three variable maps, five variable map career test for online bachelor's degree computer science.

The Multiple Choice Question (MCQ Quiz): K-map based Boolean reduction is based on the following Unifying Theorem: A + A' = 1; "Simplification of Boolean Functions" App Download (Free) with answers non impact, impact, force and complementary for online software engineering degrees. Solve two level implementations quiz questions, download Google eBook (Free Sample) for computer majors.

Simplification of Boolean Functions Questions & Answers PDF Download: MCQ Quiz 9

MCQ 41: The K-map based Boolean reduction is based on the following Unifying Theorem: A + A' = 1

A) impact
B) non impact
C) force
D) complementary

MCQ 42: A Karnaugh map (K-map) is an abstract form of which of the following diagram that organized as a matrix of squares?

A) Venn diagram
B) matching process cycle
C) demorgan's postulate
D) gates

MCQ 43: The only value that is mentioned on the map is

A) 1's
B) 0's
C) 2's
D) 9's

MCQ 44: A five variable karnaugh map needs

A) 32 squares
B) 33 squares
C) 34 squares
D) 35 squares

MCQ 45: The first tabulation method was

A) MCQuine
B) Cluskey
C) Quine-McCluskey
D) karnaugh maps

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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 (Android & iOS)

Computer Fundamentals App (Android & iOS)

Computer Fundamentals App (Android & iOS)

Computer Architecture App (Android & iOS)

Computer Architecture App (Android & iOS)