First of all you need to construct the NFA for the given problem, where it asks for the 4th alphabet from the
RHS has to be always 'a'
example- aabbaabb
once you are done with the NFA, convert to DFA!
State |
a` |
b |
q0 |
q0B |
q0 |
B |
C |
C |
C |
D |
D |
D |
E |
E |
E |
phi |
phi |
For conversion we do the following
State |
a |
b |
q0 |
q0B |
q0 |
q0B |
q0BC |
q0C |
q0C |
q0BD |
q0D |
q0D |
q0BE |
q0E |
q0E |
q0B |
q0 |
q0BC |
q0BCD |
q0CD |
q0BD |
q0BCE |
q0CE |
q0BE |
q0BC |
q0C |
q0CD |
q0BDE |
q0DE |
q0CE |
q0BD |
q0D |
q0DE |
q0BE |
q0E |
q0BCD |
q0BCDE |
q0CDE |
q0BCDE |
q0BCDE |
qoCDE |
q0BCE |
q0BCD |
qoCD |
q0BDE |
q0BCE |
q0CE |
q0CDE |
q0BDE |
q0DE |
Which Totals to 16 states... Hope this helps :)