In a football or soccer game, you have 22 players, from bothteams, in the field. What is the probability of having any twoplayers with the same birthday? (just assume 365 days a year anddon’t have to do the exact calendar month and day, use the daynumber from 1 to 365) Please use two approaches to solve theproblem. One, find the closed form mathematical solution byprobability theory. Show your derivation/proof. Two, write aprogram to simulate the birthday for each player per iteration andthen tabulate the results in terms of occurrence of same birthdaysover number of iterations. Do cases of 10, 50,
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