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Question 7 10 pts Let = {a,b,c}. Write a left-linear grammar for the language denoted by the regular expression p=(cab)* (ab

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Answer #1

Given-  \tiny \sum={a,b,c}

r = (cab)* (ab+bc+acb) (abc)* a*

Solution 8 = (cab)*(ab + betacb) (abc)* at Let y = (cab)* (abt betacb) (abc)* z = (cab) * (abtbetach) P=(cab)* assume, start

Explaination- In this problem I just expressing the given regular expression from right to left and breaking regular

expression into two subregular expressions each time and repeating it till the last production.

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