Using the grammar and parse table below, show every step of an LR parser processing the token stream : id * ( id + id ) $ 1: E → E + T 2: E → T 3: T → T ∗ F 4: T → F 5: F → ( E ) 6: F → id

Topic: Parsing   Problem 2. Consider the following context-free grammar What is the language L described by the grammar? Compute the first sets for S, X, and Y. You must show the iterations of the algorithm separately Compute the follow sets for S, X, and Y. You must show the iterations of the algorithm separately Construct the LL(1) parsing table for the grammar. It is enough to just show the table Show the steps in parsing the strings from L

Write a context-free grammar for the language {dmcma"b"bªdª | m, n, q 2 3 }. Use as few variables as possible.

part 4 and 5

Why do compilers employ parsing techniques that only work with a subset of all grammars?

Q2: Using the grammar, show a parse tree and a leftmost derivation for each of the following statements: → → A| BI C → + | * I( ) | %3D a. A = A * (B + (C* A)) b. B = C * (A * C+B) c. A = A* (B + (C))

Perform left recursive omission in the following grammar:

The following YACC snippet is used to implement a grammar of an expression. The expressions are : E-> E +E E-> E'E E-> id program: program expr '\n' { printf("Kd\n", S2); ) expr: { SS - $1; } i ss - s1- $3; } { $S - $1 - $3; } INTEGER I expr + expr I expr expr Modify the above code to handle the following grammar rules: E-> Add EE E -> Sub EE E-> Mul EE E-> Div EE E-> id, where Add, Sub, Mul, and Div are used to implement Addition, subtraction, multiplication, and division operations respectively.

Given the language above, create a context free grammar for L

Question p Implement Bottom Up Parsing Technique SLR for the given grammar:E→ E-EE→ E/EE→ numE→ (E)  Full explain this question and text typing work only     We should answer our question within 2 hours takes more time then we will reduce Rating Dont ignore this line