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Consider the following augmented grammar build using the SLR(1) parser:
E' → .E
E → .Ba/.bBc/.dc/.bda
B → .d
Then the number of inadequate states in the following grammar is:
Correct answer is '2'. Can you explain this answer?
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Consider the following augmented grammar build using the SLR(1) parser...
-> E+E
-> E*E
-> (E)
-> id
Write down all the canonical LR(1) sets of items for the grammar, including the lookahead sets.
-> E*E
-> (E)
-> id
Write down all the canonical LR(1) sets of items for the grammar, including the lookahead sets.
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Consider the following augmented grammar build using the SLR(1) parser...
An augmented grammar is any grammar whose productions are augmented with conditions expressed using features. Features may be associated with any non-terminal symbol in a derivation.
Given,
Augmented grammar build using the SLR(1) parser:
E' → .E
E → .Ba/.bBc/.dc/.bda
B → .d
The DFA shown for the above grammar using SLR(1) parser is:
So, there are 2 inadequate states.
Hence, the correct answer is 2.
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Consider the following augmented grammar build using the SLR(1) parser:E → .EE → .Ba/.bBc/.dc/.bdaB → .dThen the number of inadequate states in the following grammar is:Correct answer is '2'. Can you explain this answer?
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