Open the dataset statedeath.jmp, available on the MathLab 1 server and on the website here. This data contains, among other things,
homicide rates (number of homicides per 100,000 people) for each state and whether or not
each state has the death penalty. We will investigate if the death penalty effects
homicide rates
Analysis of the data
Analyze -> Fit Y by X
This means click on "Analyze" towards the top of the screen and then on
"Fit Y by X"
Click on "deathpen" and then on the ">> X >>"
button
Click on "homicide" and then on the ">> Y >>"
button
A graph should come up. On the "Display" drop down menus (below each
graph) make sure that only following items are checked:
"Show Points"
"Quantile Boxes"
"Jitter"
Under the "Analysis" drop down menu check:
"Quantiles"
"Means, Std Dev and Std Err"
Summary statistics and graphics will be generated separately for death penalty and
non-death penalty states. The graphs are similarly to box-and-whisker graphs. The box
represents the IQR and the line across the middle of the box corresponds to the median.
These graphs don't have whiskers though. Instead the have horizontal lines at the 10th and
90th percentiles.
Answer the following questions
What are the median homicide rates for death penalty and non-death penalty states?
What are the mean homicide rates for death penalty and non-death penalty states?
Compare standard deviations and IQR widths between the two groups of states. Which group
is more variable?
We are considering if the death penalty effects homicide rates. What is the treatment
variable and what is the response variable? Is this an observational or designed
experiment?
Do homicide rates seem to differ between death penalty and non-death penalty states? How
do they differ? Does this data convince you that the death penalty effects homicide rates?
Why or why not?
Hand in the JMP output you used to answer these questions along with your answers.
E-mail Mr. Callahan at stat110@edcallahan.com with
questions or comments about this web site or about the class itself.