Question: Given this grammar Construct a LL(1) passing table of the grammar above using the following format: [S, a] = ? [S, k] = ? [S,

Given this grammar

Given this grammar Construct a LL(1) passing table of the grammar above

Construct a LL(1) passing table of the grammar above using the following format:

[S, a] = ? [S, k] = ? [S, b] = ? [S, t] = ? [S, $] = ?

[A, a] = ? [A, k] = ? [A, b] = ? [A, t] = ? [A, $] = ?

[B, a] = ? [B, k] = ? [B, b] = ? [B, t] = ? [B, $] = ?

So, [S, a] is an entry in the table. For example, what rule should be used in method S where the token is a

Replace every ? in the table with the number of the rule that would be used. If there is no rule that would be valid, leave a X. If there are any conflicts, list both of the rules.

please don't forget rule #9, I just realized it is hard to see in the grammar.

Consider the following grammar: 1. S = ABab 2. S=B 3. A = AS 4. A = Aa 5. A = A 6. A = B 7. B = Bb 8. B = bs 9. B :=t

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