Give an accepting sequence of configurations for the following PDA: Answer format: - Separate the configurations by commas without extra spacing. - Use e instead of \( \varepsilon \). - For example, using a different PDA, the configuration (q1,aba,10010) means that the PDA is in state \( \mathrm{q}_{1} \) and the remaining input is aba and the stack contains 10010 with 1 at the top of the stack. - For another example, using a different PDA, the configuration sequence \( \left(q_{1}\right. \), ba, 110 \( ) \rightarrow\left(q_{0}, a, \varepsilon\right) \rightarrow\left(q_{0}, a_{1}, 1\right) \rightarrow\left(q_{0}, \varepsilon, 01\right) \) would be written as (q1,ba,110), (q0,a,e), (q0,a,1), (q0,e,01) - Use the Precheck button to check that your answer is in the correct format. Answer: (penalty regime: \( 10,20, \ldots \% \) ) configuration sequence:
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The PDA starts in the initial state q0 with input string "ab" and an empty stack. So, the first configuration is (q0, ab, e). Show more…
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