Need help with this question:
Define a grammar by setting Σ = {σ} and let F consist of the following three formulas.
1. σ → N V N.
2. N → n, for some n is in {Moe, Larry, Curly}.
3. V → v, for some v is in {hit, poked, spanked, kicked, punched}.
How many different grammatical sentences are there in the terminal language defined by the grammar?
I think the answer would be 30 but that doesn’t seem correct
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