<Ul> <Li> Edges δ: represent transitions from one state to another as caused by the input (identified by their symbols drawn on the edges). An edge is usually drawn as an arrow directed from the present state to the next state . This mapping describes the state transition that is to occur on input of a particular symbol . This is written mathematically as δ: Q × Σ → Q, so δ (the transition function) in the definition of the FA is given by both the pair of vertices connected by an edge and the symbol on an edge in a diagram representing this FA . Item δ (q, a) = p in the definition of the FA means that from the state named q under input symbol a, the transition to the state p occurs in this machine . In the diagram representing this FA, this is represented by an edge labeled by a pointing from the vertex labeled by q to the vertex labeled by p . </Li> <Li> Start state q: (not shown in the examples below). The start state q ∈ Q is usually represented by an arrow with no origin pointing to the state . In older texts, the start state is not shown and must be inferred from the text . </Li> <Li> Accepting state (s) F: If used, for example for accepting automata, F ∈ Q is the accepting state . It is usually drawn as a double circle . Sometimes the accept state (s) function as "Final" (halt, trapped) states . </Li> </Ul> <Li> Edges δ: represent transitions from one state to another as caused by the input (identified by their symbols drawn on the edges). An edge is usually drawn as an arrow directed from the present state to the next state . This mapping describes the state transition that is to occur on input of a particular symbol . This is written mathematically as δ: Q × Σ → Q, so δ (the transition function) in the definition of the FA is given by both the pair of vertices connected by an edge and the symbol on an edge in a diagram representing this FA . Item δ (q, a) = p in the definition of the FA means that from the state named q under input symbol a, the transition to the state p occurs in this machine . In the diagram representing this FA, this is represented by an edge labeled by a pointing from the vertex labeled by q to the vertex labeled by p . </Li> <Li> Start state q: (not shown in the examples below). The start state q ∈ Q is usually represented by an arrow with no origin pointing to the state . In older texts, the start state is not shown and must be inferred from the text . </Li> <Li> Accepting state (s) F: If used, for example for accepting automata, F ∈ Q is the accepting state . It is usually drawn as a double circle . Sometimes the accept state (s) function as "Final" (halt, trapped) states . </Li>

Draw a state transition diagram for the processing computer