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(4 points) Why is the problem SAT important?
Theory of Computation. Please show all work.
Given the following FAs for the language {a} and {b}: construct the FA that is product for the language {a} +{b}. Show the transition table and draw the transition diagram convert your FA from problem 1(an FA is also a TG) into a regular expression (show the steps that you take).
10. Show that the family of linear languages is not closed under concatenation. theory of computation
Theory of Computation 2. (a) Show that the language B e,1, 11,1100 is in complexity class TIME ) b) Show that the language B e, 1,11,1100 is in complexity class P.
Theory of Computation 2. (a) Show that the language B e,1, 11,1100 is in complexity class TIME ) b) Show that the language B e, 1,11,1100 is in complexity class P.
COMPUTER SCIENCE -- THEORY OF COMPUTATION Please write a Turing-machine style of algorithm to decide the language L1 given below. Use specific, precise, step-by-step English. Describe how to test whether or not an input string is in the language L1 in finite time. A state diagram is not necessary at all -- but optional and helpful. L1 = {w : every ‘a’ within w is to the left of every ‘b’ within w} over the following alphabet Σ = {a,...
Theory of computation.
Please show all work.
Construct a TG for the language of all strings where characters in odd numbered positions (i.e., the 1^st, 3^rd, 5^th, etc. characters) must be the letter "a". convert your TG from problem 3 into a regular expression (show the steps that you take).
theory of computation questions
For this given grammar S SaS | bS | blc Can you find two different left most derivations of the string bbac? O True O False
Need help with Theory of Computation.
i
think ^ is an epsilon.
Grade: Name: CSCI 4333 Theory of Computation Final December 4th, 2019 Part I. Short answer/problems. Answer all questions. Long rambling answer will be marked as incorrect Point values in parenthsis. 1. Given the following context free grammar over alphabet (a,b): S -> ABa A -> aab | BI B -> Ab | aa a. (6) Show that the grammar is ambiguous for a non-empty string b. (10) Convert...
this is from my theory of computation class i need this question is detail ans, Find a simple and nontrivial characterization of the language {111} ∗{11111} ∗ . Give a proof of the correctness of your answer.
Hi, Theory of Computation Could i please get the answer with explanation for the following, thank you. 3. Consider the following CFG with starting variable Sand Σ ={1, 2, 3,4,5,6,7,8,9,0}: S→MUV U→N|ε V→VV| N N→M| 3| 4| 5| 6| 7| 8| 9| 0 M→1| 2 b. Is this grammar ambiguous or unambiguous? Briefly explain why. c. Convert the CFG into Chomsky normal form.