you will describe a TM that takes as input a DFAD and an input I, and...

  

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you will describe a TM that takes as input a DFAD and an input I, and returns whether D accepts r. For simplicity, assume that the input alphabet for D is {0,1}. (Note: D is part of theinput. You are not building a dferent Turing machine for each possible DFA, you are building a single Turing machine that can simulate every DFA.) = (1 point) LetM (0,1, #} be the input alphabet forM. An input toM is a ordered pair (D, z). Describe an appropriate encoding scheme for the input to M. (2 points) Describe, at a higher level than problem 1, how runs. Your descrip- tion does not need to explain how to check if two strings are equal but should otherwise describe the path that the tape head will follow add runs. (1 point) How often does your machine call the "check if two strings are equal" subroutine? Outside of this subroutine, how often does it mark a character (i.e. replace "a" with "a")? you will describe a TM that takes as input a DFAD and an input I, and returns whether D accepts r. For simplicity, assume that the input alphabet for D is {0,1}. (Note: D is part of theinput. You are not building a dferent Turing machine for each possible DFA, you are building a single Turing machine that can simulate every DFA.) = (1 point) LetM (0,1, #} be the input alphabet forM. An input toM is a ordered pair (D, z). Describe an appropriate encoding scheme for the input to M. (2 points) Describe, at a higher level than problem 1, how runs. Your descrip- tion does not need to explain how to check if two strings are equal but should otherwise describe the path that the tape head will follow add runs. (1 point) How often does your machine call the "check if two strings are equal" subroutine? Outside of this subroutine, how often does it mark a character (i.e. replace "a" with "a")?