Which of the following is a Regular Language?~L={a^n b^ n |n>=0} =L={a^n b^ n |0=5}Select one:a. 1b. Lc. {a^n b^ n |n>
Question
Which of the following is a Regular Language?~L={a^n b^ n |n>=0} =L={a^n b^ n |0=5}Select one:a. 1b. Lc. {a^n b^ n |n>
Solution
The question seems to be incomplete. However, I can provide some information based on what you've given.
A regular language is a category of formal languages. It can be expressed using a regular expression or a deterministic or non-deterministic finite automaton.
The language L={a^n b^n | n>=0} is not a regular language. This is because it requires the number of 'a's to be the same as the number of 'b's, which cannot be determined by a finite automaton.
The language L={a^n b^n | 0=5} doesn't make sense because 0 cannot equal 5.
So, neither of these languages are regular.
Please provide the complete question for a more accurate answer.
Similar Questions
Which of the following is a regular language?
Which of the following languages are regular?A = {x | x has two 0’s separated by the number of positions that is a multiple of 4 }.B = {x | x is binary representation of multiple of 3}.C = {x | x is a binary string and decimal of any prefix of x is not of form 3m + 2, where m ≥ 0}.Select one:a. All of the mentioned.b. Only B and C. c. Only A.d. Only B.
Find regular grammars for the following languages on {a, b}:(a) L = {w : na(w) is even, nb(w) ≥ 4}
Write regular expressions for the following languages.1. the set of all alphabetic strings;2. the set of all lower case alphabetic strings ending in a b;3. the set of all strings from the alphabet a, b such that each a is immedi-ately preceded by and immediately followed by a b
Which regular grammar generates the language consisting of strings with zero or more occurrences of "a" followed by "b"? Options : S -> ab | aS | ε S -> a | b | aS S -> ab | aS none
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.