A 1-input, 2-output synchronous sequential circuit behaves as follows: Let z, n̟ denote the number of O's and l's respectively in initial k bits of the input (z,+n, = k). The circuit outputs 00 until one of the following conditions holds. 1. Z-n̟ =2. In this case, the output at the k-th and all subsequency clock ticks is 10. %3D 2. n- Z = 2. In this case, the output at the k-th and all subsequent clock ticks is 01. What in the minimum number of states required in the state transition graph of the above circuit?

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A 1-input, 2-output synchronous sequential
circuit behaves as follows:
Let z, n̟
denote the number of O's and l's
respectively in initial k bits of the input (z,+n,
= k). The circuit outputs 00 until one of the
following conditions holds.
1. Z-n̟ =2. In this case, the output at the
k-th and all subsequency clock ticks is 10.
%3D
Transcribed Image Text:A 1-input, 2-output synchronous sequential circuit behaves as follows: Let z, n̟ denote the number of O's and l's respectively in initial k bits of the input (z,+n, = k). The circuit outputs 00 until one of the following conditions holds. 1. Z-n̟ =2. In this case, the output at the k-th and all subsequency clock ticks is 10. %3D
2. n- Z = 2. In this case, the output at the
k-th and all subsequent clock ticks is 01.
What in the minimum number of states
required in the state transition graph of the
above circuit?
Transcribed Image Text:2. n- Z = 2. In this case, the output at the k-th and all subsequent clock ticks is 01. What in the minimum number of states required in the state transition graph of the above circuit?
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