Given a Turing Machine
$M = ({q_{0} , q_{1} }, {0, 1}, {0, 1, B}, \delta, B, {q_{1} })$
Where δ is a transition function defined as
$\delta(q_{0}, 0) = (q_{0}, 0, R)$
$\delta(q_{0}, B) = (q_{1}, B, R)$
The language $L(M)$ accepted by Turing machine is given as :
- $0^{*} 1^{*}$
- $00^{*}$
- $10^{*}$
- $1^{*}0^{*}$