why does theoretical independence correspond to practical independence? how do you know the independent probabilistic probabilities of a coin how do we know when an event is independent which is a mathematically dependent variable that is independent how do we know that probabilities are independent how do we know if a coin is independent how do we understand the relationship between theoretical independence and practical independence? how do you know that a coin is independent how can p(a) and b be independent which condition is based upon the principle that the events that occur in a coin are independent? what is independent probabilities when are the underlying probabilities independent why do we call theoretical independence independent how to find the relationship between theoretical independence and practical independence why does theoretical independence correspond to practical independence? how to tell if two coins in a coin are independent what makes the probability of a coin independent how do we know the probability of a coin's independence? how do we know the probabilities of a coin why do theoretical independence and practical independence differ in the case of a pair of coins?