Q. Only value that is mentioned on map is

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Q. The tabulation form uses

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Q. No degenerate forms of logic gates are

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Q. Adjacent squares are squares that are

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Q. In map only one digit changes their value between two adjacent rows or column this may called as

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Q. OR-AND-invert implementation needs

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Q. One square in a map represents

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Q. NOR gate requires function to be simplified in

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Q. In the map representation the number of variables cannot be exceeded by

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Q. Gates sometimes provide the facility of

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Q. Minterms are arranged in map in a sequence of

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Q. Don't cares in a map are distinguished from 0's and 1's by

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Q. NAND gate is implementation of

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Q. OR invert is the

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Q. Combining the maximum possible no of adjacent squares in a map is called

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Q. Eight minterms will be used for

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Q. NOR gate is implementation of

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Q. The karnaugh map is also known as

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Q. The gates most found in integrated circuits are

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Q. Dual complement can be represented as

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