Problem Two cells within a Karnaugh map are adjacent if only one variable is dif

Question

Problem

Two cells within a Karnaugh map are adjacent if only one variable is different between the coordinates of the two cells. Karnaugh maps for functions with three input variables contain 6 cells. Once a Karnaugh map is filled in, simplifying the SOP expression involves circling the largest number of 1's possible. Each 1 in a Karnaugh map must be circled only one time. Maximum SOP simplification using a Karnaugh map is possible only if the maximum number of groups of 1's are circled. While resolving for SOP, after encircling the groups in a Karnaugh map, those DON'T CAREs which are circled are forced to be 1's, and the DON'T CAREs which are not circled are forced to be 0's. POS simplification is possible using Karnaugh maps by encircling groups of 0's Use a Karnaugh map to find the most simplified POS expression for F given F = A'BD+C'D'+A'CD+A'BC'+ABC'D'

Explanation / Answer

1.true

2.false

3.false not largest no of 1's 1's should be 2^n form

4.false

5.yes

6.yes

7.yes

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