Statistics

Statistics

Chapter 5 Solutions Chapter 5 Review

Distribution

Definition

This classical probability distribution is easily calculated with the following formula: = 1 − This type of distribution is used to describe the number of successes within a given series of events that are independent. This type of distribution is used to describe the number of successes within a given series of events that are independent with a different probability of success. Measures a large number of individual unlikely events that happen within a certain time interval. In this distribution, each variable can be measured as the sum of many smaller independent variables. This distribution measures the sum of the squares of n (n = the number of observations) of independent Gaussian random variables. the measurement of the ratio of two (normalized) random variables that experience chi-squared distribution. This distribution is used to describe the time between consecutive events that are random in a random, non-reoccurring process. This distribution is used in the measurement and estimation of unknown means from Gaussian (normally distributed) populations.

Bernoulli

Binomial

Poisson Binomial

Poisson

Normal

Chi Squared

F

Exponential

Students T

Chapter 5 Quiz

1. 2. 3. 4. 5.

B A D B A

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