Write regular expressions for the following languages on {0, 1}. A. all strings ending in 10, B. all strings not ending in 10,
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Input values {0,1}
A. all strings ending in 10
B. all strings not ending in 10,
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- 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, 0101,110110, etc. but does not accept 01, 0110, 1101, 00, etc. Ʃ={0, 1}Can you please help me solve this in C language? I did encounter and solve this problem with Java but I cannot seem to implement the use of structures in solving this problem. Help is appreciated, thank you. Using the concept of structures, write a program to assign passenger seats in an airplane. Assume a small airplane with seats numbered as follows: 1 A B C D 2 A B C D 3 A B C D 4 A B C D 5 A B C D The program should display the seat pattern, marking with an ‘X’ the seats already assigned. For example, after seats 1A, 2B, and 4C are taken, the display should look like: 1 X B C D 2 A X C D 3 A B C D 4 A B X D 5 A B C D Seats are assigned by specifying a number and a letter. If the user types in a seat that is already assigned, the program should say that the seat is occupied and ask for another choice. The program should run until all seats are…Design Regular Expressions for the following languages.i. Strings that contains at least two 1’s and exactly three 0’s. Ʃ={0, 1}ii. Strings representing a word with length divisible by 4 and contains at least 1vowel. Ʃ={a, b, c,…, z}iii. Strings that contain ‘01’ as substrings at any place except at the beginning or atthe end. It accepts 1010, 0101,110110, etc. but does not accept 01, 0110, 1101,00, etc. Ʃ={0, 1}iv. Length of the strings cannot be less than 3 characters and the number of 1’s isdivisible by 2. It accepts, 101, 1001, 1111, etc. however rejects ϵ, 0, 1, 11, 100,111, etc. Ʃ={0, 1}v. Strings where no character appears consecutively more than 3 times? Ʃ={a,b,c}
- Q No. 1: Write regular expressions and construct NFA for the following languages over the alphabet E ={a, b} a. Write a regular expression that contains at least two a's b. Write a regular expression that contains at least one a and one b c. Write a regular expression that contains exactly two a's d. All strings that do not end with 'aa' e. All strings that contain even number of a's f. All strings which do not contain the substring 'ab' g. All strings that contain odd number of a's and b'sAnswer in C++ Only Ranjit has always been very interested in palindromic strings. So as the word suggest palindromic string is a string which is same form both the end. Recently, he discovered something interesting on palindrome and that made him feel really lucky. He came across something known as Lucky Palindromes. Defines a character unit as a lucky palindrome if it is a palindrome containing a "lucky" character unit as a small series. As usual, he now wants to turn every thread he encounters into a lucky palindrome. As a chef, he is a patient and creative man, so he knows the task of changing any string character with any other character very well and can perform this action many times indefinitely. He wants you to write a program that will help him to turn a given series into a lucky palindrome that uses a small amount of functionality and if a few such palindromes can happen, then take out one very small dictionary. Input: 1 laubcdkey Output luckykcul 8Please Answer in C++ language only Today the chef decided to cook some tasty dishes from the ingredients in his kitchen. There is an NN of components, represented by the strings S1,S2, .... SN. 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 5 codechef chefcode fehcedoc cceeohfd codechef Output 5
- Im working with R code.For 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.Please solve this in C programming language as early as possible. .Write a recursive function that can use to add all the numbers from 5 to n, where n>5. n will be given by the user. Prototype: int add_num(int n);
- ASAP NLP!! Write regular expressions for the following languages. The set of all alphabetic strings end with a;CS 404 Artificial Intelligence - LISP Handout 1 1. Write a program that prints teenager if age is between 13 and 19. 2. Write a LISP program to print multiplication table of 5. 3. Write a LISP function that takes radius as input parameter and compute circumference of a circle.Translator Write a program that deals a number of cards (their numerical values) to a player's hand. To begin, the program asks the player for the values of the deck of cards to realize the program in c language. Then, the program deals the first two cards of the deck to a player's hand, and asks him if he wants another card. If he does not want a card, the program ends. If he wants a card, the program deals the next available card in the deck, adds it to the player's hand, and asks the player if he wants another card. The dealing process repeats as long as the user continues to accept cards, or until the cards in the deck run out. Card dealing involves copying the available card from the deck vector to another vector, which stores the player's hand, at the next available position. Assume that the deck of cards consists of only 10 cards with numerical values from 1 to 10, which the player will enter by keyboard before the program deals. The following functions…