0 votes 0 votes Which is the equivalent Regular Expression for the following: "Strings in which every group of 3 symbols should contain atleast 1 a." a)[(a+b) (a+b)a]* b) [(a+b) (a+b)a]* [(a+b)(a+b)a]* c)[(ϵ + b + bb)a]* [ ϵ+ b + bb] d) (abb)* (bab)b* (bba)* Theory of Computation theory-of-computation regular-language regular-expression finite-automata + – Sambhrant Maurya asked Oct 14, 2018 Sambhrant Maurya 482 views answer comment Share Follow See all 6 Comments See all 6 6 Comments reply Show 3 previous comments Pragy Agarwal commented Jul 4, 2019 reply Follow Share @Ashish Lakhmani $ \color{lightgray}{\Bigl [ \bigl ( \color{black}{\varepsilon} + b + bb \bigr )\; \color{black}{a} \;\Bigr ]^{\color{black}*} [ \color{black}{\varepsilon} + b + bb ]}$ 2 votes 2 votes Ashish Lakhmani commented Jul 4, 2019 reply Follow Share Thanks @Pragy Agarwal. Is my approach right? In option a, b, d there is possibility of strings which contain substring "bbb". That's why they are discarded. So, answer is C. 0 votes 0 votes Pragy Agarwal commented Jul 5, 2019 reply Follow Share @Ashish Lakhmani Nopes, wrong approach. You can't generate bbb from option A or option B 0 votes 0 votes Please log in or register to add a comment.