Last time | Next time |
It will soon be time to begin analysis of the surveys. I'll compile the data over the weekend, and we'll hopefully have our results on Monday.
To turn 1999 dollars into 2013 dollars, we simply multiply each dollar amount by a constant fixed number. This just scales the data -- they still have the same relative values to each other.
Please submit these in electronic as well as paper form.
Then, by Monday we should have all the lead data and data locations. It will then be time to wrap up our analysis.
From these locations and samples, we seek to estimate at neighboring locations. How should one do this? This is the fundamental question which we wish to consider.
My big picture "to do" list:
This graphic was generated using lead values from the GraceSandra method provided by Grace.
Here's what I've got by my automated procedure. There are slight differences that I've not reconciled yet. What differences do you notice?
34.5 176. 659. 2138.5 125.2 1415. 1263. 2028.86 1036.4 1163. 622. 905. 1399.67 42.6667 73.25 413.615 266. 336.75 969. 769. 5502. 275.667 3055. 616.5 462.75
We should have those today. I've got one from Marisa
Questions:
What's wrong with each of those methods?
The dashed curve is suburban males; the solid curve is urban males.
This report contains a couple of graphs which show off the data values, the way I would like to for our data. Some quotes from their study:
But there are other things to talk about from that study.
It motivated another class in the Project Hope initiative, of which Ellen Keener was a member to write the following report. Ellen Keener was kind enough to tip me off to the existence of the Superfund report.
One of the students on this project went on to write the Enquirer article which just came out.
Last time we began using a grid to get coordinates for data locations we have. Try to check with your classmates, to make sure that you're getting consistent results.
We'll need to get coordinates for the USA Today study, too, so let's get some reference points for that one, too, before we go on.
We're using the KY EPA lead data to
Last time we were talking about this problem. How do we generate the soil lead values for the sites we've identified? I suggested a method for getting started: the idea was that we were going to put all our samples together into one, to get an idea of how soil lead level changes with depth. We have an idea of what to expect.
Let's think of a simple example, and see how it would work: three samples, as follows:
I'll now have you record the data in this way, using your sheet from the KY EPA. Take out your data sheet: we're going to mark it up.
In the end, we'll get results that look like these. Let's take a look at my work.
To do: