Calculate the first and follow functions for the given grammar- SABDH 1) B CC C bC/E D EF E-g/E F f/E

Q: S- DB D- CC |d|c B- BC |b C- CB | BD |c Check whether the string w-"cbbbdb" is derived/not derived…

A: Given grammar is, S→DBD→CC|d|cB→BC|bC→CB|BD|c Given string w= "cbbbdb" CYK algorithm is used whether…

Q: Construct the predictive parse table for the following grammar, G: S IEESS' I a S' es le -> E b.

A: The Answer is

Q: Perform pairwise disjointness tests  for the following grammar rules: a)  A-> aB | b | cBB

A: Give Grammer rule: a)  A-> aB | b | cBB   Define:

Q: Please help 8. The known Grammar as follows: S à AX X à or AX | ️ A à CY Y à and CY | ️ C à…

A: 1. Grammer:- S ---> AX X ---> or AX | ️ A ---> CY Y ---> and CY | ️ C ---> not C |…

Q: X::=X O Y/Y Y::= Z© Y/Z Z::= id %3D 7. %3D

A: Introduction :   Given , A grammar , we have to find the associativity of the operators.

Q: 1. Find the First and Follow of the following grammar: S- ACB/CbB/Ba Ada/BC B-g/e ChS/c

A: We need to find the first of the above grammar while following the above rule.

Q: Check whether the given grammar G is ambiguous or not. 1. EE+E 2. EE-E 3. E →→ id

A: There are two ways to obtain the string "id + id - id" from the grammar above.

Q: Write a predictive parsing table for the following grammar S-> İCTST T-> eS/ i %2n

A: For step 1st we need to find the first and follow.  So, the given grammar is:- S -> iCtST T ->…

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: Convert the following context-free grammar into an equivalent context-free grammar in Chomsky Normal…

A: Chomsky Normal Form: The generation is of the form A → BC or A → a, where A, B, C are variables and…

Q: Construct parsing table for given grammar and determine whether given grammar is CIR or Not?

A: The answer is

Q: Construct the right linear grammar corresponding to the regular expression R= (0+1)1*(1 + (01)*)

A:

Q: 1. Find the First and Follow of the following grammar: SACB/CbB/Ba A-da/BC B-g/e C-hS/E

A:

Q: Convert the following grammar to CNF Σ → 0A1A | 01A | 0A1 | 01 A + 0A1A | 01A | 041 | 01

A: To convert the given context-free grammar (CFG) into Chomsky Normal Form (CNF), we need to ensure…

Q: Construct the right linear grammar corresponding to the regular expression R= (0+1)1*(1 + (01)*)

A: x Copyfish…

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

A: The Answer is

Q: Find the First and Follow of the following grammar: 5- ACB/CbB/Ba A-da/BC 2. 8/6

A: First Sets: First(C) = {h,} First(B) = {g,} First(A) = {d} U {First(B) - } U First(C) = {d,g,h,}…

Q: The equivalent simplified grammar for the following grammar is S aA| aBB A aaA | & B bB | bbC C B

A: Introduction

Q: (B) State whether the grammar is ambiguous S -> SAB € A -> AaB | a B -> AS b

A: To determine if the grammar is ambiguous or not, we need to check if there exist any strings in the…

Q: Construct the right linear grammar corresponding to the regular expression R=(0+1)1*(1 + (01)*)

A:

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

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: Non-left recursive grammar for the following context free grammar is S- AA |0 A- SS | 1

A: In this question, we have to find out the non left recursive grammar for the given context free…

Q: Construct the right linear grammar corresponding to the regular expression R=(0+1)1*(1 + (01)*)

A: The answer is given in the below step

Q: 1 Chomsky Normal Form Convert the following grammar to Chomsky Normal Form. The steps are START,…

A: Note: Chomsky Normal Form has only following type of productions: A->BC   //A,B,C are non…

Q: 1. Check the grammar below and justify whether the grammar is LL(1) or not: U+Ta U U+TaT T> a TbT T…

A: Here in this question we ha e given a grammer and we have asked to find weather the grammer is LL(1)…

Q: Given the following grammar G expr+ term | term expr term-id A- Construct parsing table for a…

A: Given Grammar : expr ::= expr + term expr ::= term term ::= id

Q: Find context-free grammar for the following regular expression. (a +b)*cc(a+b)*

A: GIVEN: Find context-free grammar for the following regular expression. (a +b)*cc(a+b)*

Q: 2. Consider the following grammar: S-E E E+E/E°E/(E)/1 I-I digit / digit Give the Syntax Directed…

A: give SDT to solve expression 3*5+4

Q: 10) Find a regular grammar for the language: L = (a*b + b*a)*

A: A regular grammar for the language L = {(ab + ba)*} can be defined as follows: S → AB | BA | ε A →…

Q: Construct predictive parsing table for the following grammar, E TE E' +T E'lE T FT' T' FT'IeE F…

A: The Answer is in Below steps

Q: a. Construct the set of SLR items for the grammar b. Compute the GOTO function for these sets of…

A: QUESTION a.  The set of SLR items for the grammar is: E → EE* E → EE - E → y QUESTION b.  The GOTO…

Q: S→ SSAB A → Aala B → Bb|b

A: Given: S --> SS|AB A --> Aa|a B --> Bb|b   what is  ambiguous grammar? A grammar is said to…

Q: 3. Given the language L = { a3nbn: n >=1 } a) Find the context-free grammar for the L b) Find the…

A: In computer science, formal languages are used to represent sets of strings that follow specific…

Q: Compiler Design

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

Q: Convert the following grammar to Chomsky normal form: S → aSb | AB | ε A → Ba | ccc B → Ab | ddd

A: We have S → aSb | AB | εA → Ba | cccB → Ab | ddd Eliminate the start symbol from right hand side…

Q: Construct the right linear grammar corresponding to the regular expression R= (0+1)1*(1 + (01)*)

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

Q: Construct a dfa that accepts the language generated by the grammar: S➜ abA A➜ baB B➜ aAbb

A: To construct a DFA (Deterministic Finite Automaton) that accepts the language generated by the given…