Answer:-----------
Mealy Model:------------ Mealy Machines: Mealy machines are also finite state machines with output value and its output depends on present state and current input symbol. It can be defined as (Q, q0, ∑, O, δ, λ’) where:
In the mealy machine shown in Figure , the output is represented
with each input symbol for each state separated by /. The length of
output for a mealy machine is equal to the length of input.
Input:11
Transition: δ (q0,11)=> δ(q2,1)=>q2
Output: 00 (q0 to q2 transition has Output 0 and q2 to q2
transition also has Output 0)
Moore Model :---------- Moore Machines: Moore machines are finite state machines with output value and its output depends only on present state. It can be defined as (Q, q0, ∑, O, δ, λ) where:
In the moore machine shown in Figure 1, the output is represented with each input state separated by /. The length of output for a moore machine is greater than input by 1.
Input: 11
Transition: δ (q0,11)=> δ(q2,1)=>q2
Output: 000 (0 for q0, 0 for q2 and again 0 for q2)
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