Consider the grammar G below in the input alphabet {num, *, /, -}, with non-terminal leading S' in rule 1. S'→S$ S→E - F F→E * E E→num E→num / num a) Build the G grammar automaton. Is this grammar LR(0)? b) If G is not LR(0), list the items present in the DFA state where the conflict occurs. c) Is this grammar SLR? d) If G is SLR, write the non-terminal follow that resolves the LR(0) conflict. (Separate the items in the set with “:”. Ex: a:b )

Q: subject : thoery of computer science  Consider the following grammar G = {S, A}, S = {S}, ∑ = {a,…

A: Answer is given below-

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

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A: The answer for the context free grammar is

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A:

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A: I'm providing the answer to the above question. I hope this will be helpful for you..

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A: explaination given as:

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A:

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Q: Please explain how you solve the follwing problem:

A: a) CHAIN set for each variable:CHAIN(S) = {B, C, A}CHAIN(A) = {A}CHAIN(B) = {B}CHAIN(C) = {C, A}

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.

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A: There will be three states .here number of 'b' is more than number of 'a'.

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A: Given : S→ A | B | 0 A → S1 B → S0S1

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A: The CFGs into Chomsky Normal Form(CNF)

Q: a context free grammar G accepting the same language as FSA

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Q: Let consider the grammar G2 = ({S, P, Q, X, D}, {a, b, c, d}, S, P) where P= {S → PB / X; P→ aPb/ab;…

A:

Q: Q3. Suppose we have a language of pairs. Each pair consists of a context free grammar and a string w…

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A: The given production rules can also be written as S→aSbS→bSaS→SSS→ε

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Q: 2. Given the grammar below, without any modifications, is it LL(1) in its current form and why yes…

A: Answer is given below-

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.