Consider the following grammar G S→ Sos S- S:5 S→ (S) | alb Which of the following is false? (aob): a; bhas more than one derivation in G. B bobobob has more than one derivation in G. bo((a; b)ob) has more than one derivation in G. ao a; b has more than one derivation in G.

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: emove chain rules from the following grammar. Your answer must include the CHAIN(S), CHAIN(A),…

A: Step 1: S-> A I C A -> aA | a | BB -> bB | bC->cC|c|B

Q: Consider the grammar G below in the input alphabet {num, *, /, -}, with non-terminal leading S' in…

A: In this analysis, we will examine the properties of a given grammar G defined over an input alphabet…

Q: Q.4: Consider the following grammar G, over alphabet {a,b,c}: S→ aAB b | AE D → AAB E CA A → aAbE&…

A: Given grammar is, S→aABb | AEA→aAbE | εB→abBC→ABC | cD→AABE→CAF→FA | a Set of variables in the…

Q: 5 The production rules for a grammar G with start symbol S, terminals a, b, and c and non-terminals…

A: Here, we are going to generate the string bacab using given grammar G and also check whether the…

Q: Given a regular grammar G and a list of strings, identify the strings that are in L(G).

A: The given grammar G is:S -> aT T -> bT | a | aW W -> ε | aT aT T -> bT | a | aW W ->…

Q: Given the context Free Grammar G = {{S}, {a, b, +, x), P, S} where P consists of the following…

A: Hi please find the solution below and I hope it would be helpful for you.

Q: Given the following regular grammar G: S➜ aA | aS www A → baB | aA www B → aA | b (a) Is this…

A: (a) This language is not right-linear because each production in a right-linear grammar must have…

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: What is meant by the elimination of epsilon (E) productions? Also eliminate E-productions from the…

A: The Answer is in given below step

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: der the following Grammar G= S>0515 | 1505 | A Which of the following sentences are in the language…

A: Given : S→ 0S1S | 1S0S | ε

Q: Given the following grammar: S- aB | bA A → a| aA | bAA B - b| aB | aBB Show a complete leftmost…

A:

Q: Convert the gram S→ ab | as | aaS | aSS into Greibach normal form

A: The grammar S —> ab I aS I aaS aSS into Greibach normal form. Solution to the above-mentioned…

Q: Consider the grammar  X -->XY |  id Y --> id    Check whether the given grammar is LL(1) or not.…

A: Given grammar    X -->XY | id Y --> id

Q: Consider the CFG, G, defined as: (S being the start symbol) S- AB A - aA|a B - bB|b a) Apply the…

A: S ->aAs ->aSbAs A ->SbA a A S ->aabAS S ->a a ->aabbaS A->ba S b A ->aabbaa…

Q: For the Grammar {S → AS|a, A → SbA|SS|ba} construct Leftmost derivation for the string aabbaaa.

A: Leftmost derivation is given below :

Q: Consider the grammar X--> XY | id Y --> id Check whether the given grammar is LL(1) or not. K and Y…

A: to check the above grammar is LL(1) or not is detailed in step 2.

Q: Consider the following grammar S → abAB, A → baB|ε , B → BAa|A|ε Convert the grammar into Chomosky…

A: A context free grammar is in Chomsky normal form if its productions are in the form A → a or A → BC…

Q: the following grammar. S→AAja ASA|b.

A: The Answer is

Q: To convert the grammar S→ AbCS | a A CS C→b|c to Chomsky normal form, keep all productions but…

A: In Chomsky Final Result is Same but Terminal from Right Side if they exist with Non Terminal then…

Q: ove whether the grammar below is LL(1) or not: S→aSbS| bSaS |ε S_>{a,b,} A->{b,a,

A: Given : S→aSbS| bSaS |ε

Q: 1, 2, 3, 6, 7, 11. == Page 102 (You are asked to find regular grammar in questions 2, 6, 7, 11. To…

A:

Q: 1) Using CYK Algorithm, determine whether the strings aab and abbbb are in the language that is…

A: Step 1: Initialize the matrix for the input string "aab": | 1 | 2 | 3 | ---|---|---|---| 1 | A |…

Q: Consider the following grammar G productions Pare SaSb IaX XXa1 Sala Convert this grammar in…

A: