Hello,
A mobile game randomly and uniformly awards a special coin for completing each level. There are n different types of coins. Assuming all levels are equally likely to award each coin, how many levels must you complete before you expect to have >= 1 coin of each type?
A mobile game randomly and uniformly awards a special coin for completing each level. There are n different types of coins. Assuming all levels are equally likely to award each coin, how many levels must you complete before you expect to have >= 1 coin of each type?