If we can generate a maximum of 4 Boolean functions using n Boolean variables, what will be minimum value of n?
With n variables there are \(2^{2^n}\) Boolean functions.
For \(n = 1\): \(2^{2^1} = 4\) (the functions 0, 1, x, x').
So the minimum n is 1.
Answer: (C) 1
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For the circuit shown below, the complement of the output
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