Two questions for /sci/:
1. I write a program that randomly picks a number C in {1,2,3}, the position of the Car, X in {1,2,3}, called the chosen position, and randomly Y in {1,2,3}\{X}, i.e. any number in {1,2,3} except X. Not counting the cases where Y=G, what does the ratio of cases where X=C to the total number of cases tend to?
2. I write a program that randomly picks a number C in {1,2,3}, the position of the Car, X in {1,2,3}, called the chosen position, and randomly Y in {1,2,3}\{X, C}, i.e. any number in {1,2,3} except X or C. What does the ratio of cases where X=C to the total number of cases tend to?
1. I write a program that randomly picks a number C in {1,2,3}, the position of the Car, X in {1,2,3}, called the chosen position, and randomly Y in {1,2,3}\{X}, i.e. any number in {1,2,3} except X. Not counting the cases where Y=G, what does the ratio of cases where X=C to the total number of cases tend to?
2. I write a program that randomly picks a number C in {1,2,3}, the position of the Car, X in {1,2,3}, called the chosen position, and randomly Y in {1,2,3}\{X, C}, i.e. any number in {1,2,3} except X or C. What does the ratio of cases where X=C to the total number of cases tend to?
