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QUESTION 1 Show that every CF grammar G = (V,T,S,P) can be converted into an equivalent CFG in which every production is of the form
QUESTION 1
Show that every CF grammar G = (V,T,S,P) can be converted into an equivalent CFG in which every production is of the form A xBC or A , where x T {} and A,B, and C are variables.
QUESTION 2
Show that context-free languages are closed under reversal, that is if L is CF, then its reverse LR is CF as well.
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