Question No.6: Construct PDA for the following languages. a) L= {a"b"c*+" | m, n € N} b) L= {a"b"+l | n € N}
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- Determine whether the following languages are regular or not with proper justification. (i) L, = {a"bc" |n> 0} (1) %3D5) Decide whether the following languages are regular or not. Briefly, tell why or why not. Inget pod i) L = {awibaw2b/ where w1 and w2 E (a, b)"}] izzonqxo sluger ii) L = {wa3n|we {a, b}, /w/= 2n, n ≥ 0} ENT(di luhoudismoutons.Design a NFA for the language: L: {an| n is even or divisible by 3} Which of the following methods can be used to simulate the same. i. e-NFA ii. Power Construction Method iii. Both (a) and (b) iv. None of the mentioned
- Course Name: Theory of Automata Requirement: Plz don't copy the answer from google Q. Construct a regular expression defining each of the following languagesover the alphabet I = {a, b} i) All strings in which the letter b is never tripled. This means that no word contains the substring bbb{02" | n 20} 3.Prove is not a context-free languageConsider the following two statements: S1: { 0^2n|n>=1 } is a regular language S2: { 0^ m 0^ n 0^(m + n) * lm >= 1 and n >= 2} is a regular language Which of the following statements is correct? a) Only S1 is correct b) Only S2 is correct c) Both S1 and S2 are correct d) None of S1 and S2 is correct
- C++ programming language Please help me. If possible can the code be as simple as possible please? so i can understand.Compute the weakest precondition for each of the following sequencesof assignment statements and their postconditions:1. a = 2 * b + 1;b = a - 3{b < 0}2. a = 3 * (2 * b + a);b = 2 * a - 1{b > 5}None
- 3 Regular Expressions Give a regular expression for the following languages La and L,. Let E= {0, 1} a) La = {w: w ends with '01' or has odd length} b) L = {w: every '01' in w is followed by a 0.}Debug C language int func(int) main() { int num = 7, c; int f= func(num); printf("\n\n%d of %d\n\n", num, f); } int func(aj); { if(aj=1 aj=0) return 1; else return (aj*fun(aj-1); }Course Name: Theory of Automata Requirement: Plz Don't copy the solution from the internet. Q.Construct a regular expression defining each of the following languagesover the alphabet I = {a, b}. (i) All strings that end in a double letter. (ii) All strings that have exactly one double letter in them.