Environmental Data Analysis BC
ENV 3017
Homework 3 - due Tu 9/29
Calibrations
1.) (12p) In your spreadhseet
with the major anion standard data, determine the concentrations of the
standards (teh empty columns in your spreasdsheet).
a) Plot peakareas against ion concentration for Br- and SO42-.
Add
linear trendlines and their equation (peakarea = a*concentration +
b) to the two graphs and print them out.
b) A sample was measured after the standards and yielded the following
peakareas: 2,345,234 for Br- and 115,678,254 for SO42-.
Solve the two calibration equations from a) for the concentrations
(i.e. concentration = (peakarea - b)/a) and use them to calculate the Br-
and SO42- concentrations (in mg/L) for the sample.
Back of the envelope calculations
2.) (10p) About what fraction of a cubic centimeter of rubber is
worn off an automobile tire with each revolution of the wheel?
Questions related to the readings
3.) (10p) Perform excercise 9
on page 126 of the book as repeated below. Please answer the questions
and print the
graphs. Here is the question as printed in the book:
The cars workbook contains information on car models from Consumer
Reports, 2003-2008. Data in the workbook include the miles per gallon
(MPG) of each car as well as the time to accelearate from 0-60, weight,
horse-power, price, etc.
a) Open the Cars workbook from the chapter 03 folder and save it as Car
Graphs.xlsx.
b) Create a scatter plot on a separate chart scheet of MPG (on the
y-axis) versus horsepower (on the x-axis),
c) Label the poins that are highest in MPG as measured by the height
above teh average MPG for those with around the same horsepower. Label
each of these points with teh Model (make sure that you select only
these points rather than all of these points - or else you'll wait a
long time for all teh labels to be added to teh plot). What do these
cars have in common? (Hint: Each does not have just a traditional
gasoline engine). Print your chart.
d) Create a bubble plot ona separate chart sheet with MPG on teh
y-axis, horsepower on teh x axis and the size of each bubble determined
by teh prize of thr car. How do you interpret the graph?