Input alphabet = {a,b} 1. write the CFG for the language of palindromes 2. Convert this into PDA (state the accepting condition)
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![Input alphabet = {a,b}
1. write the CFG for the language of palindromes
2. Convert this into PDA (state the accepting condition)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F73dd1f94-1340-458c-bf12-04257a43b2da%2F4748ec78-3ce6-402e-bb97-ea9b5a7edf47%2Fcctpy6_processed.jpeg&w=3840&q=75)
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- 2- Write a regular expression for each of the following languages over {a,b}: • String of a's and b's that begin with a and end with b. • Strings that have at least two a's. • Strings that have an even number of a's. • Strings that do not have two a's in a row. • Strings that do not end with the substring ab.Finish the 2 "TODO" in the ASM Language! A palindrome is a word that is spelled the same way forwards and backwards. For example, "radar", "racecar", "civic", "kayak", and "madam" are all palindromes. The definition can be extended to phrases and sentences when ignore case and punctuation, but for this exercise we will stick to a single word. The starter code provided uses the C library functions printf and scanf to prompt for an input a word. The word that is entered from the keyboard is a null-terminated string placed in the byte array at address buf. There are also two output strings provided at addresses str_is_palindrome and str_is_not_palindrome. The starter code provided simply outputs the string at str_is_not_palindrome. The code contains two TODO comments... At the first TODO comment, the byte array at buf is filled with input from the keyboard. This input is a null-terminated character string (i.e. the array contains the characters entered on the keyboard, followed by ASCII…Do the following code in any language you are comfortable
- Write regular expressions for the following languages on {0, 1}. A. all strings ending in 10, B. all strings not ending in 10,Note: Please Answer in C# language only There is an N of components, represented by the strings S1,S2, .... SN into the kitchen. The chef took all the ingredients, put them in a cauldron and mixed them. In the cauldron, the letters of the strings representing the ingredients are completely shuffled, so that each letter appears in the cauldron as many times as it has appeared in all the strings combined; now the cook can take out one letter from the cauldron at will (if that letter appears in the cauldron more than once, it can be taken out that many times) and use it in a dish. Complete Food is a "chef" chain. Help the chef find the maximum number of complete meals he can make! Input 1 3 Code Chef hacker Output 1For each one of the following languages over alphabet {a, b}, write an equivalent regular expression. (a) All strings made out of zero or more b's: (b) All strings that do not start with bb. (c) All strings that end with aaa or bb (d) All strings that start and end with the same alphabet letter.
- 8. Build a DPDA that accepts the language L = {(ab)" (aab)b²" |n20Implement the function of modulus operator. Don't use the inbuilt function. Programming language: JavaQ5: Design a PDA for accepting a language (0"1"0 | m, n-1} give the ID form as we explain in the lecture. Apply the string "00011000" on this PDA using ID transitions.
- 1. For each of the following regular expressions find a language (i.e., a set of strings over A = {a,b.c} that can be represented/described by that expression. a. a'bc + bc* b. b'aaac а. b.Write a regular expression to describe each of the following languages. Example: {w = {a, b}* : w has both aa and bb as substrings} Regular expression: (a U b)* aa (a U b)* bb (a U b)* U (a U b)* bb (a U b)* aa (a U b)*Write regular expression for the language over {0, 1}: the set of all strings that contain 1011.