Return to the Learning Resource College of Natural Resources
Statistics  
 

 

HOME
STATISTICS
LESSONS
CONTACT
HELP
 

 

 © 2007
 University of Idaho
 All rights reserved.

 Web Design - CTI

 

Lesson 4: Inferential Statistics and Regression Modeling
4 Using a confidence interval to estimate the population mean < Back | Next >
In general terms, a confidence interval is a range of numbers which are calculated so that the true populations mean lies within this range with a particular degree of certainty.

The certainty in which a population mean lies within the range is typically expressed as 95% confidence interval, or a 99% confidence interval. As you add more certainty the width of the interval will increase.

You should remember that a confidence interval is not interpreted as a probability. That is to say a 95% confidence interval should not be interpreted by saying there is a 95% probability that the true population mean lies within the calculated range. The true interpretation of a confidence interval is that 95% of confidence intervals calculated from this population will contain the true population mean.

LESSON 4
1 Overview
2 Inferential Statistics
3 Predicting Population
4 Using a confidence interval
5 Hypothesis Testing
6 One and Two Tailed Tests
7 Comparing the Means
8 ANOVA or Analysis of Variance
9 Multiple Comparison Procedures
10 Regression Models & Correlation
< Back | Next >

horizontal rule

HOME | STATISTICS | LESSONS | CONTACT | HELP