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How many different Boolean functuons involved in N boolean variables?
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Thank you Umnang.

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Number of functions= a^b^c (a raised to the power b raised to the power c) where a = nature of function , b = nature of variables and c = number of variables.

In this case, a = 2 , b = 2 , c = n

Number of functions = 2^2^n.
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