4. In grammar G= P = {1. S-> (B), 2. B -> IB, 3. B ->...
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4. In grammar G=<{(,), w, f, i, n }, {S, B, I, N}, P, S> P = {1. S-> (B), 2. B -> IB, 3. B -> I, 4. 1 -> w NS, 5. 1 -> f N, 6. -> n, 7. N-> i} Input sequence: ( wi fn ) a) Find the canonical collection set of items (LR(0)) and SLR parser. b) In this grammar SLR(1) ? Explain! c) If it is SLR(1) grammar show the moves of parser for given input sequence. 4. In grammar G=<{(,), w, f, i, n }, {S, B, I, N}, P, S> P = {1. S-> (B), 2. B -> IB, 3. B -> I, 4. 1 -> w NS, 5. 1 -> f N, 6. -> n, 7. N-> i} Input sequence: ( wi fn ) a) Find the canonical collection set of items (LR(0)) and SLR parser. b) In this grammar SLR(1) ? Explain! c) If it is SLR(1) grammar show the moves of parser for given input sequence.
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Related Book For
Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
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