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Compiler DesignConsider the following grammar: E \rightarrow E + T | T T \rightarrow T * F | F F \rightarrow (E) | id Build the SLR(1) parsing table using the above items.20244mCompiler DesignConsider the following grammar: S \to CC C \to cC | d Find the LR(1) set of items.20235mFORMAL LANGUAGE & AUTOMATA THEORYConstruct a PDA for the grammar: S \to 0BB B \to 0S \mid 1S \mid 0 Test whether 0104 is accepted by this PDA.20247m Compiler DesignGiven a context-free grammar (CFG), compute FIRST and FOLLOW sets for all non-terminals, and construct the LL(1) parsing table. Also, determine whether the grammar is LL(1) or not. Grammar: S \rightarrow A B A \rightarrow a A | \epsilon B \rightarrow b B | \epsilon20247m
PreviousFor the given grammar and associated semantic rules. Find the output for the input: *aadbd*. S \rightarrow AS \{print(1)\}; S \rightarrow AB \{print(2)\}; A \rightarrow a \{print(3)\}; B \rightarrow bC \{print(4)\}; B \rightarrow dB \{print(5)\}; C \rightarrow e \{print(6)\}NextConstruct LALR(1) parsing table for the following grammar. Also prove that this is not SLR(1). S \rightarrow Aa | bAc | dc | bda A \rightarrow d