design for a mod 12 asynchronous counter
Kiana Murray
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11 (hexadecimal 0 to B) and then resets to 0. This count cycle involves 12 distinct states, requiring enough flip-flops to encode these states. Number of Flip-Flops Needed: The minimum number of flip-flops \( n \) must satisfy \( 2^n \geq 12 \). Since \( 2^3 = 8 < 12 \) and \( 2^4 = 16 \geq 12