Business Statistics Exam 4 Terms Flashcards
A continuous probability distribution for which the probability that the random variable will assume a value in any interval is the same for each interval of equal length
Uniform Probability Distribution
A continuous probability distribution. Its probability density function is bell-shaped and determined by its mean and standard deviation
Normal Probability Distribution
A normal distribution with a mean of zero and a standard deviation of one
Standard Normal Probability Distribution
A continuous probability distribution that is useful in computing probabilities for the time it takes to complete a task
Exponential Probability Distribution
A function used to compute probabilities for a continuous random. The area under the graph of a probability density function over an interval represents probability
Probability Density Function
A numerical characteristic of a population, such as a population mean, a population standard deviation, a population proportion, and so on
Parameter
A sample characteristic, such as a sample mean, a sample standard deviation, a sample proportion, and so on
Sample Statistic
The value of a sample statistic used in a particular instance as an estimate of a population parameter
Point Estimate
A property of a point estimator that is present when the expected value of the point estimator is equal to the population parameter it estimates
Unbiased
The population for which statistical inferences such as point estimates are made
Target Population
A property of a point estimator that is present whenever larger sample sizes tend to provide point estimates closer to the population parameter
Consistency
Given two unbiased point estimators of the same population parameter, the point estimator with the smaller standard error is more efficient
Relative Efficiency
The population from which the sample is taken
Sampled Population
Once an element has been included in the sample, it is returned to the population. A previously selected element can be selected again and therefore may appear in the sample more than once
Sampling with Replacement
Once an element has been included in the sample, it is removed from the population and cannot be selected a second time
Sampling without Replacement