1. Study the grammar G: { S -→ aR , R → aR | baR| ɛ }. Including a trap state, how many states are there in the minimum-state DFA for L(G)? A. 4 В. 3 С. 2

Q: Theory of Computation & Automata Theory Transform the given grammar (S being the start symbol,…

A: Original Grammar:S → a | AbB | DA → ε | aC | BB → b | AA | BaDC → ab | SSD → aD | bD Step 1: '$' is…

Q: Some of the following grammars may be ambiguous; for each ambiguous gram- mar, show two different…

A:

Q: Check whether the given grammar G is ambiguous or not. 1. S→ asb | SS 2. SE

A: Ambiguous grammar has more than one parse tree for same string value.

Q: Consider the grammar G ({S, X, Y, Z}, {a, b, c}, S, P), where: P= { S XYZ, XaX, X8, Y bY, Y E, ZcZ,…

A: Below is the answer to the above question. I hope this will be helpful for you...

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: A grammar with production P: S→ AA|BB, A → aA |b, B → bB | b is in Greibach normal form. Select one:…

A: Answer: True

Q: Compute closure(1) and goto(1) for the grammar, S-> Aal bAc | Bcl bBa A->d B-> d.

A: The Answer is in Below steps

Q: Convert the grammar over Σ = {0} into Chomsky Normal Form: A → BAB | B | ε B → 00 | ε

A: To convert the given grammar over Σ = {0} into Chomsky Normal Form, we need to follow these steps:…

Q: Find a context-free grammar for the set of all regular expressions on Σ={1,0}

A:

Q: SDD should also generate an error message if the given string is not acceptable by the grammar.

A: Let the non terminals be X and Y and Terminals be 0 and 1  Symbol X stands for binary expansion…

Q: Some of the following grammars may be ambiguous; for each ambiguous gram- mar, show two different…

A: HERE IS COMPLETE SOLUTION REGARDING YOUR PROBLEM :

Q: 4. Consider the following grammar- S-TL T→int float L→L, id | id Parse the input string int id, id;…

A: Answer: Given S→TL T→int | float L→.L,id | id So we need parse the tree using shift reduce parser…

Q: the grammar is ambiguous, solve ambiguity ........ cmd -> print(exp) | cmd;cmd exp -> 0|1|2|3 |4

A: The grammars which have more than one derivation tree or parse tree are ambiguous grammars. These…

Q: Let G be a context free grammar where (G-((S, A, B, C),(a, b, d), P, S) with the productions in P…

A: The answer for the context free grammar is

Q: 1. Perform the pairwise disjointness test for the following grammar rules. a. AaB | b | cBB b. BaB |…

A: We have some information in the question which are the grammar rules :         We have to define the…

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: with below quest

A: Here, Proved that the language of start symbol equivalent to language of grammar

Q: |Туре 0 Grammars 1- S>XYZ|aB B>PQ|S z>as Туре 1 Туре 2 Турез 2- A>BAB|B| E B>00| E

A: Grammar are the rules which defines the expressions. There are various grammars which contains…

Q: Identify the productions of the phrase-structure grammar for each of these languages, where Sis the…

A: We are going to find out the correct grammar for given language. We can ignore/skip the options by…

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: Give a grammar in Chomsky's Normal Form for the following CFG. S → (S,S) | X X → YX | Y Y → a | ∈

A: ANSWER:-

Q: For the language L = {p²q³r² | x=y\y=zVz=2} over E= {p, q, r} a. Give the CFG generating the…

A: Here is the complete handwritten solution of the problem. See below steps.

Q: Given the ACTION and GOTO table for a grammar G(S), please show the shift-reduce analysis steps to…

A:

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: Given the context-free grammar S -> aB | bA A -> aS | bAA | a B -> bS | aBB | b 1. Construct a…

A: Solution Steps to converting CFG to PDA Convert the given CFG into GNF The PDA have only on estate…

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: 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: Consider the grammar G = ({S, X, Y, Z}, {a, b, c}, S, P), where: P = { S XYZ, XaX, XE, Y bY, Y E,…

A: Given grammar is: P={S-XYZ, X  -> aX, X -> ε Y->bY, Y -> ε Z->cZ, Z->ε

Q: Let G be a context free grammar with one nonterminal and n rules. If G generates a finite mumber of…

A: Context free grammar  is a formal grammar whose production rules are of the form. with a single…

Q: (3) Give a grammar G= (V,E, S̟P), where V = {4,B,C},E = {a,b},S = A, P: A→ a4|bB,B → bC | aB,C → aB…

A: According to the value given in the question, we will solve all parts.

Q: Among the following grammars, which one(s) would be considered as "Right Linear Grammar"? ({a,b,S},…

A: A Right Linear Grammar (RLG), additionally referred to as a Right Regular Grammar or Type 3 Grammar…

Q: ot c.

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

Q: Find a context free grammar with no useless symbols equivalent to S> ABCА, В > ВСАВ, А а, С — аВ|Ь

A:

Q: You must match the derivation of a string with the method of verification. Consider the following…

A: Given, Grammar : S → SS | AB | aA → aA | aB → bB | b Start symbol: S String : abaa

Q: Given the ACTION and GOTO table for a grammar G(S), please show the shift-reduce analysis steps to…

A: Answer:- The input parsed table will be like following: Stack Input Action 0 cccd$…

Q: (4) Give a grammar G = (V,T,S,P), where V = {A, B, C},T = {a, b}, S = A, P:A → baA|aB, B → baB|aC, C…

A: ANSWER:-

Q: (3) Give a grammar G= (V,E, S̟P), where V = {4,B,C},E = {a,b},S = A, P: A→ a4|bB,B → bC | aB.C → aB…

A: In this question, we are given a grammar and we have to check whether this grammar is regular…

Q: Are the two grammars with respective productions S- aSblab| A, and S - aAblab, A - aAb|A equivalent?…

A: Given : Two grammars : 1. S -> aSb / ab / λ 2. S -> aAb / ab ,     A -> aAb / λ

Q: Design a CFG that accepts the language{0m 1n   |   0 < m < n}, Is your grammar ambiguous? If yes:…

A: To design a context-free grammar (CFG) that accepts the language {0^m 1^n | 0 &lt; m &lt; n}, we…

Q: Consider the grammar G = ({S, X, Y, Z}, {a, b, c}, S, P), where: P= { S XYZ, XaX, XE, Y bY, Y E, Z…

A: the answer is given below:-

Q: Are the two grammars with respective productions S → aSb|ab| A, and S – a Ab|ab, A → a Ab|A…

A:

Q: Show that grammar is  ambiguous

A: A grammar is ambiguous grammar if for any string it produces more than one parse tree Or derivation…