On \Sigma = \{a,b\}, L = \{a^nb^n \mid n \text{ is odd}\} Grammar productions: S \to aAb A \to \lambda A \to aaAbb
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Step 1: The grammar is given by the productions: $S \to aAb$ $A \to \lambda$ $A \to aaAbb$ where $\lambda$ represents the empty string. Show more…
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