Question 8: Q² 193 a ·5 Which of the following is a parse tree for the grammar S→ abS, S→ ab? Justify your answer. (a) a v A (b) $ so a 8 a v (c)

Q: Please answer the following question correctly! Automata and computation!

A:

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: Which of the following sentences are in the language generated by this grammar? Explain your answer…

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

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

A: The solution for the above given question is given below:

Q: Construct an equivalent DFA for the following grammar S → aA A aB S → bB В — b S → bS В bC S → aC C…

A:

Q: 15. Based on the NFA below, what is a right linear single step regular grammar? HINT: The 4 tuple.

A: Here NFA is given. We need to find the right linear regular grammar from the given NFA. S is the…

Q: Given the grammar below, show how it would be used to derive a parse tree for the sentence below.…

A: Answer: I am showing step by step bottom up parsing given grammar.

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

A: Ambiguous Grammar: A grammar is called ambiguous grammar if, for at least one word in the language…

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

A: Using two separate derivations, create the string aacbc to demonstrate the provided grammar is…

Q: Consider the following regular grammar with start symbol S. {SaS, SaB, S→ aA, A→ 6S, A→ 6B, A→ A, B…

A: Given Regular Grammar:To convert the given regular grammar into a regular expression, eliminate…

Q: a,Z ->aZ |а,а ->empty a,b->a A1 |а, а->empty a,b ba S empty,Z->empty |A3 A2 Z,empty->empty а,а->аа

A: Answer: This question from Theory of computation. and here we have solved question in handwritten…

Q: Consider the following grammar: = A|B|C + | * | () | Use the grammar above to derive the…

A: **Derivation:**1. Start with the given sentence: A = (B+C) * A2. Apply the production rules of the…

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

A: Given data  s → a  s  b  ss → a  ss → c

Q: Consider the following grammar: → a c | | b → c | C →d |

A: Dear Student, The detailed answer to your question is given below -

Q: 6. Are grammars G S (S) SS|e, H: S→ S(S)S|e, I: S → SS(S) | € equivalent? Justify your answer.

A:

Q: A grammar with production P: S → a AB, A - aA |b, B → bB | a, is a simple grammar. Select one: O…

A: Given : A grammar with production  P: S->a AB, A->aA|b, B->bB |a, is a simple grammar.…

Q: Consider the following grammar: S → A | B | C A → 0A1 | 1 | A1 B → 0B1 | 0 | 0B C → D10D D →…

A: Lets see the solution.

Q: The following shows a simple context free grammar (CFG) : Which of the following sentences are…

A: The question is to choose which among the following sentences is recognized by the given grammar.

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

A: Actually, given information: <S> -> <A><A> -> <A> + <A> |…

Q: Write the derivation and draw the parse trees with the following sentences:aaccaab

A:

Q: Prove that the following grammar is ambiguous. S → A a A | A A → A b A | B B → C D C → c | ε D → d

A: To show that the grammar is ambiguous consider a string which can be derived using both leftmost and…

Q: Questions on LL(k) Grammars. (a) The following grammar is LL(k) for what value of k? Explain your…

A: Question a) To solve this question we need to take each numerical value of k starting from 1 and we…

Q: Use Algorithm 8.1 in the textbook to convert the following regular expression to a regular grammar…

A:

Q: One last question. For this same grammar, would the LR(1) sets be different if both the parentheses…

A: The LR(1) parsing technique plays a crucial role in analyzing and understanding the structure of…

Q: Obtain the string: aaabbabbba  using left – most derivation and construct the derivation tree for…

A: The correct answer for the above mentioned question is given in the following steps for your…

Q: Consider the following grammar. S →0A B1 A → 08 B → 1|ɛ Which of the following set is the FIRST(S)?…

A: For the given grammar the set of first has been chosen from the given options please refer to this…

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

A:

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: 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: (1) Find a grammar that generates language L = {a":n > 0}. %3D

A: A context free grammar is a finite set of variables  each of which represents a language. The…

Q: 5. Let M be the NFA 0+0+0 b 218 Chapter 6 Properties of Regular Languages 9₂ a) Construct a regular…

A: The answer for the NFA is -> ((a(a+ab)*)b)*)a   Steps of solution is by using ardens theorem- 1)…

Q: S → 0| 1 S 2 A → S above grammar LL (1

A: Please write the answer in legible and perfectly neat line, with both of two colors of blue and…

Q: 8) Given a grammar G with production rules: S S AAABBB A -> as A B B ↑↑↑↑↑↑↑↑ B aB bA bAA a bS →aBB…

A: Parse Tree: The geometrical representation of a derivation (which means process of deriving any…

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: 2: 5 -> aSbs | bsas | e (read e as "epsilon") ich grammar(s) produces the set of strings with equal…

A: Consider the given grammar

Q: Consider the following grammar. S → 0AB1 A → 08 B→ 1|ɛ Which of the following set is the FIRST(S)?…

A: Introduction FIRST and FOLLOW Function: We can complete the entries of a M-table by using the…

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

A: Questionable language: A CFG is supposed to be equivocal on the off chance that there exists more…

Q: What is the equivalent regular expresiion of the following context free grammar? S- bXa X → ax | bX…

A: What is the equivalent regular expresiion of the following context free grammar? S → bXa X→aX | bX |…

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

A: According to the information given:- We have to follow the instruction in order to find the…

Q: Show that the following grammar is LL(1), S→ aAB I bA le A → aAb le B- bB Ie.

A: The Answer is

Q: ello i need help in theoretical computer science Subtask (a) Let L1 and L2 be the following…

A: Type 3 Grammer is also called Regular Grammer.

Q: Create a parse tree of the string accepted by the grammar.  Given the grammar S→ aS|aSbS|ε  a.…

A:

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

A:

Q: a) S0S1 | 01 b) S → + SS SS | a c) SS (S) S € d) S a Sb S b SaS | € e) S → a S + S SS | S*(S)

A: The solution is in step 2:

Q: Consider the following grammar: S→ A A→ aBA' A'→ dA'/E B→ b C-g What is the follow of C? 1. Ø 2. { $…

A: Ans is option 1 We have to find first and follow of all right side candidates, when we do this g is…

Q: Theory of computation I need this fast

A: a. Is above grammar linear and why b. Is above grammar regular and why  c. what language generated…

Intelligent Machines

Machines that use artificial intelligence to learn from the environment and past experiences to perform better in the presence of variability and uncertainty are called intelligent machines. Intelligence develops according to environment and experience. It is human-like behavior. When the computer system or any programmed machine learns from the inputs and corresponding outputs, it can be called an intelligent machine.