Ted, Bob, Andi and Beti were playing “Guess The Number” game. Ted thought of a three-digit number and the others were trying to guess his number.Bob said, “I guess your number is 784.” Andi said, “I think it is 394.” Beti said, “I think it must be 795.”1. 222. 7943. 3954. None of the above5. 20

Write a two player guessing game. Players must guess a secret number (an integer) which is given as a command line argument.The program will begin by asking players for their name.The program will alternate, asking each player in the following style: <player>, what is your guess? When the player inputs a guess, 3 possible outcomes are possible.The secret number is higher than the player's guess. The program will then output Higher and go to the next player.The secret number is lower than the player's guess. The program will then output Lower and go to the next player.The secret number is equal to the player's guess. The program will print <player> wins! and the program will end.Assume all inputs are valid

×2×2+2+21414Owen says:'I think of a number. I double my number and add 2 the answer is 14'What number was Owen first thinking of? Working: Landon says:'I am also thinking of a number. If I multiply my number by 2 and add 5 the answer is 9'What number was Landon first thinking of? Working: Diego says:'I think of a number. I multiply my number by 3 and add 4 the answer is 64'What number was Diego first thinking of? Working: Brian says:'Can you guess what number I am thinking of if when I multiply it by 6 and add 3 the answer is 63?'What number was Brian first thinking of? Working: Adam says:'If I divide my number by 5 and add 2 the answer is 12'What number was Adam first thinking of?

Ava writes a three-digit number on the whiteboard. Then Brandon writes a fourth digit to the right of the previous ones. He says "Look! The number increased by 2024''. What digit did Brandon write?

Daniel, president of his fraternity, is in charge of choosing a new alarm code for the house. He just finished a cognitive psychology course where he was introduced to George Miller's research. Daniel wants to choose a number his brothers will remember.Which of the following numbers would be the BEST choice?Elimination ToolSelect one answerAA string of twelve computer-generated random numbers.BTwo groups of three digits and one group of four digits.CThirteen important dates in American history.DEleven digits, chosen randomly.EThe birth dates of all fifteen brothers.

John makes random guesses on his multiple-choice test, which has five options for each question. Let the random variable X be the number of guesses taken before guessing correctly. Assuming the guesses are independent, find the probability that he doesn't guess correctly until his 6th guess.0.07890.06550.35210.3277