Construct an NFA for the following right linear grammar G = ({S,S1, S1, S2, S3), {a,b,c},S, P) where P: S → aS S2 → cS2 S → aS¡ S2 → cS3 Si → bS| S3 → 2 S1 → bS2

Q: Consider now the following context-free grammar G over E = {a, b, c}, with start variable S: %3D S →…

A: Given CFG:   S -> a | Sb | X  X -> acXa | a | epsilon

Q: Assume that G is a Context Free Grammar as the 4-tuple (V,T,S,P) where V={S,A,B} set of non-terminal…

A: Option 1.  P is defined as {X Y: such that X V. Y (V T)+ }  (V T)+  defines one or more…

Q: Q5: Using Geibatch Form convert the following CFG to NPDA (Context Free Grammar to Non Deterministic…

A: Here is the conversion of the CFGs to NPDAs using Greibach form:The NPDA (Non-Deterministic…

Q: .Prove that the following is not an LR(0) grammar: E → E + T | T T →  T * F | F F → ( E ) | id

A: E→ E + T | T T→ T * F |  F F→ (E) | id Table: Si = Shift and stack state i rj = reduce by production…

Q: Consider the following context-free grammar G Sasa | bSb laDb | bDa D → aD | bD | E a) Give the…

A: A context-free grammar is a set of recursive rules used to generate patterns of strings. A…

Q: mmar G' in Chomsky Normal Form for the grammar G.

A: I Have answered this question in step 2.

Q: The language of the grammar G = ({S}, {a,b}, S, P) with rules S → aSa, S→ bSb, S →1, is…

A: We are given a context free grammar and we are going to see what is the language represented by this…

Q: Construct a dfa that accepts the language generated by the grammar on E={a, b} s> bS | aA A > bA |…

A: Before we can construct a DFA, we need to observe that the given grammar produces. Note, initially…

Q: Greibach normal form grammar

A:

Q: 3. Forma Let us consider the following Context Free Grammar G = ({S, A, B, C, D, E}, {a,b,c}, S, P)…

A: Answer

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: A right-linear grammar is as follows: S → A|λ A → aaB B → bB|abS

A: A right-linear grammar is as follows:S → A|λA → aaBB → bB|abSlanguage

Q: Exercise 3: Let G be the grammar with vocabulary V {S, A, a, b}, set of terminals T-(a,b} starting…

A:

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: Convert the following grammar to GNF ΣaAc | bCc | bc | ac | DE | aDb | ab cE | C A → aAc | bCc | bc…

A: Convert the following grammar to GNF: Σ → aAc | bCc | bc | ac | DE | aDb | ab | cE | c A→aAc | bCc |…

Q: Design a context-free grammar for the following language. Use S as the start variable. Explain your…

A: Answer: I have given answered in the handwritten format in brief explanation.

Q: Construct an NFA for the following right linear grammar G = ({S,S1, S1, S2, S3), {a,b,c},S, P) where…

A: Formal Definition of an NDFA An NDFA can be represented by a 5-tuple (Q, ∑, δ, q0, F) where − Q is…

Q: Consider the following context free grammar in BNF form for simple English sentences: (r1)   →…

A: SOLUTION

Q: subject ; thoery of computer sceince  Consider the following context free grammar (CFG), G1 : S →…

A: Answer is given below-

Q: Consider the following context free grammar: S-A A → BC|DBC B → Bb|e C→|E D → a|d Find the number of…

A:

Q: 1. Convert the following grammar into an equivalent grammar in Chomsky Normal Form (CNF).

A: 1) remove € productions  S->€  A->€ keep it in all productions    S->AB€ I €B…

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: Question 3: Compute FIRST & FOLLOW Sets for the following grammar;  F → for( D ; B ; E ) { S } D →…

A: Given Grammer Set  : G = { F → for( D ; B ; E ) { S } D → T id | T id , D T → int | long B → id R…

Q: Simplify the following grammar. Simplify the following GCL S→A JAA|AAA A → ABa | ACa | a

A: Consider the productions of the given grammar :    S→ A | AA | AA A→ ABa | ACa | a B→ ABa | Ab| λ C→…

Q: Given the following DFSM M, the correct statements are: S a,b a,b T (aa Uab Uba U bb)*" is a regular…

A: The acronym DFSM represents "Deterministic Finite State Machine." A DFSM, also called a DFA…

Q: Show that following grammars are ambiguous (or not ambiguous) a. S → aSS S → b

A: A grammar is said to be ambiguous if there exists more than one leftmost derivation or more than one…

Q: Construct a grammar in Chomsky Normal Form equivalent to the grammar G defined as Dws. (S, A}, {a,…

A: A grammar is said to be in CNF if all it's production is of form S -> AB | a A -> a S -> e…

Q: Let G be a formal grammar with the following production rules: Sigma --> 1A, A OB, B --> OB, B--> O.…

A: I have answered this question in step 2.

Q: Convert the following context-free grammar G to an equivalent PDA, where Σ = {a,b} and V = {A,X,Y}…

A: i have provided a solution in step2.

Q: Cpmpiler Counstruction Consider the following grammar: A → abB | aB | cdg | cdeB | cdfB…

A:

Q: 2. Give a left-linear grammar that generates L = {w € {a,b}* : every a is immediately followed by at…

A: LEFT-LINEAR GRAMMAR: In a grammar, if all the productions are in the form A->Bα or A->α where…

Q: The following context-free grammar has s-rules. S J → JCB K → aJb | e CCC E KaKcc | B → bB | E B We…

A: Context free grammar is a formal grammar whose production rules can be applied to a nonterminal…

Q: 1. Given the following Context Free Grammar, show the derivation for the following strings. -> = ;…

A: As per our guidelines, we are supposed to answer only one question. Kindly repost the remaining…

Q: Consider the grammar G = (V, T, E, P) with V = {E, I}, T = {a, b, c, +, *, (, ) }, and productions…

A: I have given an answer in step 2.