design a moore machine with x1 = 1, x2 = 5, x3 = 3, x4 = 4, x5 = 6, x6 = 2 and the graph of circuit.

design a moore machine with

x1 = 1,

x2 = 5,

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x3 = 3,

x4 = 4,

x5 = 6,

x6 = 2

and the graph of circuit. the graph of the circuit is really important. thank you

and the x1to x6 is defined above. remember the order of the x1tox6. thank you. figure below. Each student will be given an individualized count sequence to implement. The count values Xi – Xs shown in the figure will be some sequence of the numbers 1 – 6, with each number used only once. This circuit will simulate rolling a die Rb Rb Rb Reset Rb Rb Rb Rb Rb Rb Rb Rb Rb Rb Rb” Figure 1. Counter State Diagram Note that the counter has an input, Rb, which stands for “Roll button”. The counter counts as long as Rb = 1, but when Rb-0 the counter maintains the last count value There is one other possible state in a 3-bit counter design. For example if X1 to X6 correspond to state bits 001 to 110 and the reset state corresponds to state bits 000, the “missing” state has state bits 1 11. It is possible that the state machine could power-up in this state. If so, you must guarantee that the state machine does not remain stuck in this state, even when the reset switch is

 

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