Question 1 The language L(G) where G = ( {S, A}, [0,1}, {(S, 1A), (S, OS), (A, 11) }, S) is a finite language True False Question 2 We can always construct the syntax tree for a sentence from a derivation for the sentenc

Q: Write context- free grammar for the language L(G)={anbn: n>0}   ^automata

A: Write context- free grammar for the language L(G)={anbn: n>0} CFG has 4 tuples  G = < V, ∑ ,S,…

Q: Construct the LALR(1) parser and table for the production of grammar L(G) = {S->BSA | b A->AB | a…

A: I have mentioned hand writened answer in below, please find in below

Q: Why does this constrained regular expression represent a Context Free Grammar? Be specific.…

A: According to the information given:- We have to give constrained regular expression represent a…

Q: 4. (a) Consider the following derivation tree. i) Find a grammar G for which this is the derivation…

A: i) According to the given derivation tree the grammar G for this will be as follows:

Q: Consider the grammar G2: S - E E -E +T E -E T E -T T - id Generate the input string id + id • id…

A: below is the answer

Q: 3. Consider the grammar and answer the following questions: S-> asbs | bSas e (i) (ii) (iii) (iv)…

A: 3. Consider the grammar and answer the following questions: S -> aSbS I bSaS I E (i) What are…

Q: Define regular grammar for language  L = {wcwR | w belongs to (a, b)* }

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Q: You are given the following context free grammar (CFG), E = {a, b,c}: S- ABC | AB| BCD A + aa Aa |…

A: A context free grammar (CFG) is in Chomsky Normal Form (CNF) if all production rules satisfy one of…

Q: Greibach normal form grammar

A:

Q: ormal Form grammar for this language is: S -> aB B -> bC C -> aCb | ε

A: Let L = {aibjak | i + j = k }. A Greibach Normal Form grammar for this language is: S -> aB B…

Q: grammar is LL(1) or not With the reason stated

A:

Q: Consider the following Grammar G= S>0S1S | 1S0S | A Which of the following sentences are in the…

A: the language generated by above grammar must have equal no. of 0's and 1's. (A) Since, no. of zeroes…

Q: Construct the SLR(1) parser and table for the production of grammar L(G)= {S->BSA |b A->AB | a B->b}

A: SLR table is traced for the grammar as S->BSA | b, A-> AB | a, B->b in step 2.

Q: b) Construct the canonical collection of LR(0) items for the following grammar: E → z|EE +| EE *

A: In this question, we are given a grammar and asked for the canonical collection of LR(0) items.…

Q: Convert the following grammar into Chomsky Normal Form (CNF):

A: Consider the given productions: S→ScS | aSS |aAbA | Bb A→aA | λ B→ Bb | b

Q: Construct Context Free Grammars (CFGS) for each of the following languages. i. L1= {a2nb |i, n>0}…

A: Context Free Grammar generates strings of context free language. Context free grammar is defined…

Q: Construct the SLR(1) parser and table for the production of grammar L(G) = {S -> BSA | b A -> AB |…

A: Given grammar is, S→BSA | bA→AB | aB→b The SLR(1) parser is a bottom up LR parser and that contain…

Q: 4) If L is a recursively enumerable (RE) language, then the strings in L can be accepted by a: 5) If…

A: Despite being recursively enumerable, all languages are accepted by the Turing computer. Enumerable…

Q: Given the context-free grammar and w = abab S -> aAB A -> bBb | aB B-> A | λ a) Show the leftmost…

A: context-free grammar and w = ababS -> aABA -> bBb | aBB-> A | λ

Q: Construct the LALR(1) parser and table for the production of grammar L(G) = {S->BSA | b A->AB | a…

A: This question explains about Construct the LALR(1) parser and table for the production of grammar…

Q: Consider the following grammar: E->(L)|a L->L,E|Ea Construct the DFA that recognize viable prefixes

A: Consider the grammar and construct the string from it. E->a   E->L E->L,E E->Ea,E…

Q: construct the LR(0) parser and table for the production of grammar L(G) = {S-> AS|a A-> AB |a B->…

A: Given grammar is, S->AS | a A->AB | a B->b To construct LR(0) parser , first we need to add…

Q: 4.1 Basic results from automata theory tell us that the language La"b" che, abc, aabbcc, aaabbbccc,…

A: To capture the language L={anbncn∣n≥0} using an attribute grammar, we need to define a context-free…

Q: Let G be the G: S -> aSb | SS | ab a) Give a left-most derivation of w= aaabbb following…

A: Given, Let G be the following context-free grammar. G: S -> aSb | SS | ab

Q: What are the sets of LR(1) items for this BNF grammar? E ::= V | F V := id | id[E] F := id(E)

A: LR(1) items are used in the construction of LR(1) parsing tables, which are a type of shift-reduce…

Q: Describe the language generated by the following grammar. SaAlbClb A → as I bB BaCl bAla CaBlbS

A:

Q: ot c.

A: I have mentioned hand written answer below, please find in below

Q: Show all possible derivation of the given Sentence: id + id* id with the help of a parse tree using…

A: A parse tree, also known as a derivation tree or a concrete syntax tree, is an ordered, rooted tree…

Q: Find a CFG that generates the language : L = {a ibj c jd i : i, j ≥ 1} and Transform the grammar of…

A: We are going to convert a given context free language into context free grammar and then we will…

Q: You are given the following context free grammar (CFG), E {0,1,2}: S+X |Y|XY X + 011 |0X1 e Y + 2|…

A:

Q: lease Solve the below question as well. 1. Given Grammar- S -> 0B | SA A -> 0 | OS | 1AA B -> 1 |…

A: o find the leftmost and rightmost derivations and their respective derivation trees, let's start…

Q: Construct a context free grammar G for the language N(P): P= ( {p,q}, {a,b}, {Z.X}, 8, p, Z, Ø )…

A: PDA can be Converted into CFG . PDA is the Push Down Automata, that contains 7 tuples . The tuples…

Q: Give a CFG that generates the language { akbmanak Im≤n}.

A: Introduction: The study of formal languages and automata theory plays a crucial role in computer…

Q: grammar that generates the language L = {anbmambn |n, m ∈N}. List all variables (non-terminals) and…

A: Consider the given grammar : L = {anbmambn |n, m ∈N}.

Q: Consider the following grammar, → a b → blb → a la Find out any five sentences that are in the…

A: We are going to generate five words from the given grammar. With the help of productions, we can…

Q: Describe the language generate from the grammar: SA | aS | bS

A: The given grammar is S -> Epsilon | aS | bS   Here are some strings generated by the grammar…

Q: Q 2. Give a CFG G that generates all regular expressions on the alphabet = {a,b}. i) Provide the…

A: i) Grammar : It is a set of Production Rules for Strings in a Formal language         it is denotted…

Q: Given the grammar: EXPRESSION ::= NUMERAL | ( EXPRESSION OPERATOR EXPRESSION ) OPERATOR ::= + | -…

A:

Q: ge L of all strings of symbols from the alphabet ∑ = {a,b,c} where each  a is followed by b, and c…

A: Hello to all the budding computational theorists and linguists out there! Today, we are venturing…

Q: Consider the following grammar, →ab →blb →a la Find out any five sentences that are in the…

A: Given the grammar we have we have to write the five sentances of language generated.