A Turing Machine for the language
$L=a^n b^m c^n d^m \mid n \ge 1,\ m \ge 1$ is designed.
The resultant model is
$M=({q_0,q_1,q_2,q_3,q_4,q_5,q_6,q_7,q_f},{a,b,c,d},{a,b,c,d,X_1,X_2,Y_1,Y_2},\delta,q_0,B,{q_f})$
and part of $\delta$ is given in the transition table.
You need to write the following questions based on design of Turing Machine for the given language.
Note that, while designing the Turing Machine $X_1$ and $X_2$ are used to work with $a$'s and $c$'s and $Y_1$ and $Y_2$ are used to handle $b$'s and $d$'s of the given string.
What is the Move in the cell with number $M5$ of the resultant Table?
$M5$ is in state $q4$ on symbol $X2$.
Here, $X2$ represents an already marked $c$.
In state $q4$, the machine is moving right to find an unmarked $d$ corresponding to a marked $b$.
So, when it sees $X2$, it simply skips it and moves right.
Therefore,
$M5=(q4,X2,R)$
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Syllabus, Notification
and More.