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Introduction to Bayesian Statistics (Bolstad/Bayesian Statistics) || Appendix B: Use of Statistical Tables

✍ Scribed by Bolstad, William M.

Publisher: John Wiley & Sons, Inc.
Year: 2005
Tongue: English
Weight: 179 KB
Edition: 1
Category: Article
ISBN: 0471270202
DOI: 10.1002/047172212x.app2

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✦ Synopsis

Given the parameter π, the binomial probability is obtained by the formula

When π ≤ .5, use the π value along the top row to find the correct column of probabilities. Go down to the correct n. The probabilities correspond to the y values found in the left-hand column. For example, to find P (Y = 6) when Y has the binomial (n = 10, π = .3) distribution, go down the table to n = 10 and find the row y = 6 on the left side. Look across the top to find the column labelled .30. The value in the table at the intersection of that row and column is P (Y = 6) = .0368 in this example. When π > .5 use the π value along the bottom row to find the correct column of probabilities. Go down to the correct n. The probabilities correspond to the y values found in the right hand column. For example to find P (Y = 3) when y has the binomial (n = 8, π = .65) distribution, go down the table to n = 8 and find the row y = 3 on the right side. Look across the bottom to find the column labelled .65. The *

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