Lab4.3: The Central Limit Theorem
Introduction:
In this lab you will use computer simulation to demonstrate the
Central Limit Theorem, one of the most important theorems in
statistics. As you know from the text, the Central Limit Theorem
states that regardless of the population we take our data from, the
sample mean of a random sample will have approximately a normal
distribution if the number of observations in that sample is large
enough and if the population obeys certain conditions. In the
following you can explore the practical implications of this theorem
through computer simulation.
Objectives:
To investigate how the Central Limit Theorem works on simulated data.
Getting Started:
To navigate through the lab, use the menu bar on the left side of this
window, which will be available to you throughout the lab.
The "Glossary" section will provide you with a brief refresher on the
terms and concepts you need to know for this lab.
Click
"Applet" to open the applet for this lab. Once you open the applet,
there will be specific step-by-step instructions found at the bottom
of the applet window. When all instructions have been completed, close
the applet window. You may then be instructed to answer the summary
questions. Even if you are not, have a look: they will be a good test
of your understanding.