Question 3 Design push-down automaton that recognises the following languages. a. Ll={a"ba" | n>0} b. L2={ a²^b³n | n > 0 } c. L3= { a'b'ck | i, j, k > 0 and i +j=k}
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- Automata and Computability related question - Design Regular Expressions for the following languages.Strings that contain ‘01’ as substrings at any place except at the beginning or at the end. It accepts 1010,110110 etc. but does not accept 01, 0110, 1101, 00, etc. Ʃ={0, 1}2.d. Construct NDPDA for the language: L= {albickd! | i=k or j=l, i, j, k, 1 >=1}1. Design a CFG that generates the following language: L= {a'bi*la*b'a* | i, j, k 2 0}
- L={a*b™a" | n,m=1,2,3....} is given. i) Write a CFG for the language L.De 8ign a DFA for he folloaing language L={ w/we {r, B3* and # (w) iševen}Design Regular Expressions for the following languages. iii. Strings that contain ‘01’ as substrings at any place except at the beginning or at the end. It accepts 1010, 0101,110110, etc. but does not accept 01, 0110, 1101, 00, etc. Ʃ={0, 1}
- Im working with R code.Q1) M is the set { a, b, . . . , z} and L the set {0, 1, . . . , 9}. Describe the following languages: L* M(M U L)* M+ LMLDebug 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); }
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