The probability distribution given by this name, given a success probability of p, has variance of one minus p over p-squared and mean one-over-p.
The probability distribution given by this name, given a success probability of p, has variance of one minus p over p-squared and mean one-over-p. A distribution that models probability of success without replacement is described by this word prefixed with the word (*) "hyper," and the distribution given this name models the number of trials before the first success. The mean described by this term is the nth root of the product of n numbers, and this word also describes sequences where the ratio of consecutive terms is equal. For 10 points, give this adjective that describes sequences such as 1, 2, 4, 8, in contrast with arithmetic sequences.
The probability distribution given by this name, given a success probability of p, has variance of one minus p over p-squared and mean one-over-p.
geometric (accept answers with geometric describing other words like geometric series; accept word forms like geometry; accept hypergeometric)