Fill in the table for the transition function for the FSA with the alphabet E = {0,1} that recognizes the language of the regex (0*((1(01*0)*)1*)0*)* Please use the names of the states listed on the...


Fill in the table for the transition function for the FSA with the alphabet E = {0,1} that recognizes the language of the regex<br>(0*((1(01*0)*)1*)0*)*<br>Please use the names of the states listed on the left as your answers in the table. 'zero' is the start state.<br>state<br>1<br>zero<br>one<br>two<br>The accept states are<br>O A. zero<br>O B. two<br>O C. one<br>

Extracted text: Fill in the table for the transition function for the FSA with the alphabet E = {0,1} that recognizes the language of the regex (0*((1(01*0)*)1*)0*)* Please use the names of the states listed on the left as your answers in the table. 'zero' is the start state. state 1 zero one two The accept states are O A. zero O B. two O C. one

Jun 03, 2022
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