Convert that following grammar to Chomsky Normal Form a. S → Aba A → aab B → Ac

Q: Question 2: Prove that the following grammar is ambiguous. A-> ABA A -> e

A: The context free grammar is the form of grammar which is used to generate all the possible pattern…

Q: Problem #6: Show that the following grammars are ambiguous by demonstrating two different parse…

A: I have given handwritten answer. see below step for explanation.

Q: 2. DFA/NFA and Regular Languages: a Consider the following DFA (Figure 2.a) and give the grammar…

A: To derive the complement of the DFA we need to change final states to non-final states and non-final…

Q: Identify the language generated by the following context-free grammar: S→→ABA, A-aA, A-a, B-bB, B →→…

A: The starting point is S -> ABA Productions from A can directly be written as A->aA|a and from…

Q: Convert the following grammar to Chomsky Normal Form: S → T U T → x | y U → + S U | ε

A: The Answer is in step2

Q: 3. Check whether the given grammar is ambiguous or not- S→ AB / aaB A → a/ Aa B → b

A: The grammar is ambiguous or not

Q: For the below left linear grammar, The starting non-terminal is A. Convert the below to its…

A: Right Linear Regular Grammar: In this kind of standard grammar, all of the right-side non-terminals…

Q: Consider the following grammar:       S → abB, A → aaBb,     B → bbAa, A → ε.   Derive abbbaabba…

A: Answer :

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: Question 5 Given the grammar G = ({S}, {a, b}, S, P) with production S → aSa, S → bSb, S → λ i. Show…

A: Given the grammar G = ({S}, {a, b}, S, P)   Where production P   S -> aSa,   S -> bSb,   S…

Q: iven the following grammar in BNF: → = → A | B | C → + | * | ( Using the above grammar show a parse…

A: As per our Company's guidelines we are supposed to answer one specific question. Kindly,repost other…

Q: 1-   Construct a CFG grammar which accepts the following language: L = {equal parenthesis set,…

A: 1- The CFG grammar for the language L can be defined as follows: S -> (S)S | ε where S is the…

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: Show that the following grammar is ambiguous: S → AB|aaaB, A → a|Aa, B → b. Construct an…

A: Below are the solutions for the given two questions:

Q: (a) Convert the following grammar to Greibach Normal Form. S- ABA | AB | BA | AA | B A → aA | a B bB…

A: The Answer is

Q: Check whether the following grammar is ambiguous for w = abababa. S → SbS | a

A: Ambiguity : the grammar is called as ambiguous  when the if multiple/ more than one heft or right…

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: Convert the following grammar to chomsky normal forms, S → aAbB A aA/ a B→ bB/b

A: The Answer is

Q: Convert the following grammar to Chomsky Normal Form

A: Given :- In the above question , a grammar is mention in the above given question     Need to…

Q: 7. Construct an npda corresponding S A B to the grammar a ABB|aAA, aBB|b, → bBB|A.

A: According to the information given;- We have to follow the mentioned grammar to construct npda.

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: Transform the grammar with productions Chomsky normal form. S→ abAB A → baB|X B→BAA|A|A into

A: Please refer to the following step for the complete solution to the problem above.

Q: For Question 1 - → →+|*| → x y z 1. Show the above grammar is ambiguous by drawing two distinct…

A: We need to show above grammar is ambiguous or not. See below step for code.

Q: QUESTION 3 3. Formal Grammars Let us consider the following Context Free Grammar with production…

A:

Q: Convert the following grammar to its CNF form: S→ ASA | aB | CaB

A:

Q: i) SbAaB | 2, A → abas, BbabS Σ = {a,b}

A: The given regular grammar consists of one start symbol S, two non-terminal symbols A and B, and a…

Q: Consider the following regular expression: E = {a, b, c} RE: (ab)*c*(bc)* Draw the DFA for the above…

A: Below is the answer to above B and C part. I hope this will be helpful for you.

Q: Problem 3 Prove that the following grammar is ambiguous: → → + | →a|b|c

A: Given grammar is, S->AA->A+A | idid-> a | b | c In this grammar, variables are S, A, id and…

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

A: First of all let's understand what is NFA and how to construct NFA from grammar. NFA:- In NFA from…

Q: 1. Show that following grammars are ambiguous (or not ambiguous) a. S → a | aAb | abSb A → aAAb | bS

A: The grammar G with production S → a | aAb | abSbA → aAAb | bS is ambiguous. Here below is the…

Q: 4. Construct an nfa that accepts the language generated by the grammar S → abA | B A → as B → bA| ba

A: NFA or a non-deterministic finite automaton is a finite state machine where for each pair of state…