What is the maximum possible range of bit-count specifically in n-bit binary counter consisting of ‘n’ number of flip-flops?(a) 0 to 2^n(b) 0 to 2^n + 1(c) 0 to 2^n – 1(d) 0 to 2^n+1/2I got this question in homework.I want to ask this question from Counters in chapter Counters of Digital Circuits

What is the maximum possible range of bit-count specifically in n-bit

1.	What is the maximum possible range of bit-count specifically in n-bit binary counter consisting of ‘n’ number of flip-flops?(a) 0 to 2^n(b) 0 to 2^n + 1(c) 0 to 2^n – 1(d) 0 to 2^n+1/2I got this question in homework.I want to ask this question from Counters in chapter Counters of Digital Circuits
Answer» Right ANSWER is (c) 0 to 2^n – 1 To explain I would say: The maximum possible RANGE of bit-count specifically in n-bit BINARY counter consisting of ‘n’ number of flip-flops is 0 to 2^n-1. For say, there is a 2-bit counter, then it will count till 2^2-1 = 3. THUS, it will count from 0 to 3.

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