In the fixed$-$point version of the recursion theorem $($Theorem $6\mathrm{.}8),$ let the transformation t be a function that interchanges the states qaccept and qreject in Turing machine descriptions. A fixed point for t is a TM that always loops. It never reaches qaccept or qreject states, so interchanging them has no effect on the machine's behavior.

Question $3$ options:

True

False