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A garage door opens if it ever sees the password $011$ in a transmission. More formally, this FSM takes a bitstring consisting of $\text{0's}$ and $\text{1's}$ as its input, and continually outputs $\text{0's}$ until it sees the substring $011,$ after which it outputs $\text{1's}$ continuously. Example executions of this FSM are below:

For each of the numbered arrows, which of the following marks the correct FSM state transition?

  1. Arrow $1 - (0/0)$
  2. Arrow $3 - (1/0)$
  3. Arrow $4 - (1/0)$
  4. Arrow $5 - (1/1)$
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Arrow $1 - (1/0)$
Arrow $2 - (0/0)$
Arrow $3 - (0/0)$
Arrow $4 - (1/0)$
Arrow $5 - (0/0)$
Arrow $6 - (1/1)$
Arrow $7 - (0/1)$
Arrow $8 - (1/1)$

Mealy Moore FSM Complete Course: Finite State Machines(FSM), Mealy, Moore Machines

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