KARNAUGH MAP

Which statement below best describes a Karnaugh map?

• It is simply a rearranged truth table

• The Karnaugh map eliminates the need for using NAND and NOR gates

• Variable complements can be eliminated by using Karnaugh maps

• A Karnaugh map can be used to replace Boolean rules

Each “1” entry in a K-map square represents:

• A HIGH for each input truth table condition that produces a HIGH output

• A HIGH output on the truth table for all LOW input combinations

• A LOW output for all possible HIGH input conditions

• A DON’T CARE condition for all possible input truth table combinations

Each “0” entry in a K-map square represents:

• A HIGH for each input truth table condition that produces a HIGH output

• A HIGH output on the truth table for all LOW input combinations

• A LOW output for all possible HIGH input conditions

• A DON’T CARE condition for all possible input truth table combinations

Across - A - 0,1

Down - B - 0,1

Which expression represents the Karnaugh Map? (0s removed for simplicity)

• A'B'

• AB'

• A'B

• AB

Across - A - 0,1

Down - B - 0,1

Which expression represents the Karnaugh Map? (0s removed for simplicity)

• A'B'

• AB'

• A'B

• AB

Across - AB - 00,01,10,11

Down - C - 0,1

Which expression represents the Karnaugh Map? (0s removed for simplicity)

• A'B'C+ABC

• AB'C'+ABC

• A'BC'+A'BC

• ABC+A'B'C'

Across - AB - 00,01,10,11

Down - C - 0,1

Which expression represents the Karnaugh Map? (0s removed for simplicity)

• A'B'C+AB'C

• AB'C'+ABC

• ABC+ABC'

• ABC+A'B'C'

Across - A - 0,1

Down - B - 0,1

Which expression represents the Karnaugh Map? (0s removed for simplicity)

• AB'+AB

• A

• B

• 1

Across - AB - 00,01,10,11

Down - C - 0,1

Which expression represents the Karnaugh Map? (0s removed for simplicity)

• AC+BC'

• A'B+AB

• BC'+B'C

• AC+AB

Across - AB - 00,01,10,11

Down - C - 0,1

Which expression represents the Karnaugh Map? (0s removed for simplicity)

• AC+BC'

• A'B+AB

• A'B'+AB'

• AC+AB