A grammar has the following productions: S -> aSSb | a | bSa. Which of the following sentences are in the language that is generated by this grammar? 1 point aaaaabb aabbaabb bbbaabbaa All of the answers above are correct
Added by Heather B.
Step 1
Step 1: First, let's understand the given grammar productions: - S -> aSSb - S -> a - S -> bSa These productions mean that the non-terminal symbol S can be replaced by either aSSb, a, or bSa in the generation of strings in the language. Show moreâĶ
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Which of the following is an unambiguous grammar that is not LR (1)? (A) $S \rightarrow \mathrm{Uab} \mid \mathrm{Vac}$ $U \rightarrow d$ $V \rightarrow d$ (B) $S \rightarrow \mathrm{Uab} / \mathrm{Vab} / \mathrm{Vac}$ $U \rightarrow d$ $V \rightarrow d$ (C) $S \rightarrow A B$ $A \rightarrow a$ $B \rightarrow b$ (D) $S \rightarrow A b$ $A \rightarrow a / c$
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What language does the grammar with these productions generate? S â Aa, A â B, B â Aa.
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