Write a Turing machine that converts its input from binary to unary. In other words, if the input is the string x ∈ {$, 0, 1}∗ , a $ followed by the binary expansion of the nonnegative integer n (for example, $101 to represent n = 5), then the machine outputs the string 1^n . You may assume the input string will be in this format, i.e., a $ followed by either just a 0, or followed by a binary string beginning with 1.

ghcvbcgvcghcfcfgfgcfhg gh g gbbbjh jhbjh

Coding in Python

make a C program that implements the "guess my number" game.  The computer chooses a random number using the following random generator function srand(time(NULL)); int r = rand() % 100 + 1;   that  creates a random number between 1 and 100 and puts it in the variable  r. (Note that you have to include <time.h>)  Then it asks the user to make a guess. Each time the user makes a guess, the program tells the user if the entered number is larger or smaller than its number. The user then keeps guessing till he/she finds the number. If the user doesn't find the number after 10 guesses, a proper game over message will be shown and the actual guess is revealed. If the user makes a correct guess in its allowed 10 guesses, then a proper message will be shown and the number of guesses the user made to get the correct answer is also printed. After each correct guess or game over, the user decides to play again or quit and based on the user choice, the computer will make another guess and…