Question: In a 3-variable K-map, what is the maximum number of unique minterms that are adjacent to any given square? In a 4-variable K-map, what is

In a 3-variable K-map, what is the maximum number of unique minterms that are adjacent to any given square?

In a 4-variable K-map, what is the maximum number of unique minterms that are adjacent to any given square?

In a 4-variable K-map, how many unique minterms are adjacent to one of the squares in a corner?

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