Question: 0. E->E 1, E- E + T i and n represent identifiers and numbers, respectively Given the above grammar, 1) generate the set of items

 0. E->E 1, E- E + T "i" and "n represent

0. E->E 1, E- E + T "i" and "n represent identifiers and numbers, respectively Given the above grammar, 1) generate the set of items (use the algorithm in Fig. 4.32, p245)), i.e., Io, 2) Draw the transition diagram based on the set of items obtained in (see Fig. 4.31, p.244) 3) Compute FOLLOW (A), for each nonterminal A (see Sect. 4.4.2) 4) Construct the ACTION and GOTO tables (use the algorithm 4.46, p 253) You need to complete the homework so that you can start working on the next programming project. Please follow the following order: G = , N = {E, T, F), T = n, (

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