Question: Problem 1) given the following Grammar: where = {, , } , = { or, and, not, i, (, )} and is the start symbol

Problem 1) given the following Grammar: where = {, , } , = { or, and, not, i, (, )} and is the start symbol Problem 1) given the following Grammar: where = {, , } , 1) The given grammar is not LL(1), explain why? and, then transform it into LL(1) 2) Compute FIRST, FOLLOW, PREDICT sets . 3) construct the top-down predictive parser(one procedure for each NT). 4) construct the LL(1) parsing table. 5) Parse the following input: i and not i and i $ using predictive parser. 6) Parse the following input: i and (not i) and i $ using LL(1) parsing table. **note:If possible, the solution would be simple and tidy without explanation

E::=E or TT T::=T and FF F::=notF(E)

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