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in this lecture we will be seeing another example of designing regular expressions for the given DFA when there are multiple final states till now we have seen how to design the regular expressions when there are only one final state in the DFA but here we see that in this DFA there are two final stage so we will see how will we find the devastations for this kind of DFS where there are multiple final stage so the process is very simple we have to find the regular expressions for all the final states that we have and at the end we have to just do the union of them so let us proceed as we used to normally do first we'll find the equations for the states that we have here so here we have states Q 1 2 2 Q 3 and Q 1 and Q 2 are the final States so let's first start with state Q 1 and make the equation for Q 1 Q 1 can be written as C the incoming transitions we have one incoming transition coming from nowhere which can be represented by Epsilon plus there is incoming transition from Q 1 its

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