Case-based Social Statistics

 

CSSS/STAT/SOC 321


 

 

WebStat

Click on the name of the data file to open a WebStat window with the data loaded.

Choose “Show info” from the “Data” menu to get a description of the dataset:

 

WebStat 4.0 Old Faithful Geyser: geyser1.dat

WebStat 4.0 Stock Funds: funds.dat

WebStat 4.0 Stock Funds: Five Year Performance

WebStat 4.0 Stock Funds: One Year Performance

WebStat 4.0 Temperatures (CyberStats Unit A-6, Exercises 21-38): berkeley96.dat

WebStat 4.0 U.S. States Information ) (CyberStats Unit A-5, Exercise 67-71): usstates.dat

WebStat 4.0 Old Faithful Geyser: geyser2.dat

WebStat 4.0 Heart Condition and Anger Symptoms (Mind On Statistics, Exercises 6.6): MOS6.3.web

WebStat 4.0 Calculus and graduation (CyberStats Unit A-9, Exercise 6-8): performance.dat

WebStat 4.0 Age of first child (CyberStats Unit A-9, Exercise 16): krantz.dat

WebStat 4.0 Education of women (CyberStats Unit A-9, Exercises 17, 18): husbands.dat

WebStat 4.0 Perceptions of the New York City Subway system (Casebook page 43): subway.web

WebStat 4.0 Long-term Investment Strategy (Laboratory 8): ventures.web

WebStat 4.0 Family incomes for families living in public housing (Homework 7, Question 6): incomes.web


Normal/Gaussian Probability Distribution Calculator

Using the Calculator:

1.      Enter a “Z Score” and click “Calculate” to get the probability that a standard Normal random variable is less than the Z score.

2.      Enter a “Probability” and click “Calculate” to get the Z score that a standard Normal random variable has the probability of being less than.

3.      You can change the region to be calculated to

a)      “Less” mean P(Z < “Z Score”) = “Probability”

b)      “Right” mean P(Z > “Z Score”) = “Probability”

c)      “Central” mean P(-“Z Score” < Z < “Z Score”) = “Probability”


Binomial Probability Distribution Calculator

Open it and enter the number of trials and the probability of success to determine the distribution.


About this web site


UW - CSSS

Contact: Webmaster or CSSS