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Case Study: Do Newer Wood Stoves Produce Less Pollution? The town of Libby, Montana, has experienced high levels of air pollution in the winter because many of the houses in Libby are heated by wood stoves that produce a lot of pollution. In an attempt to reduce the level of air pollution in Libby, a program was undertaken in which almost every wood stove in the town was replaced with a newer, cleaner-burning model. Measurements of several air pollutants were taken both before and after the stove replacement. They included particulate matter (PM), total carbon (TC), organic carbon (OC), which is carbon bound in organic molecules, and levoglucosan (LE), which is a compound found in charcoal and is thus an indicator of the amount of wood smoke in the atmosphere. In order to determine how much the pollution levels were reduced, scientists measured the levels of these pollutants for three winters prior to the replacement. The mean levels over this period of time are referred to as the baseline levels. Following are the baseline levels for these pollutants. The units are micrograms per cubic meter. PM: 27.08 OC: 17.41 TC: 18.87 LE: 2.57 The following table presents values measured on samples of winter days during the two years following replacement. Year 1 Year 2 PM OC TC LE PM OC TC LE 21.7 15.6 17.73 1.78 27.0 15.79 19.46 2.06 27.8 15.6 17.87 2.25 24.7 13.61 15.98 3.10 24.7 17.2 18.75 1.98 21.8 12.94 15.79 2.68 15.3 8.3 9.21 0.67 23.2 12.97 16.32 2.80 18.4 11.3 12.46 0.86 23.3 11.19 13.49 2.07 14.4 8.4 9.66 1.93 16.2 9.61 12.44 2.14 19.0 13.2 14.73 1.51 13.4 6.97 8.40 2.32 23.7 11.4 13.23 1.98 13.0 7.96 10.02 2.18 22.4 13.8 17.08 1.69 16.9 8.43 11.08 2.06 25.6 13.2 15.86 2.30 26.3 14.92 21.46 1.94 15.0 15.7 17.27 1.24 31.4 17.15 20.57 1.85 17.0 9.3 10.21 1.44 40.1 15.13 19.64 2.11 23.2 10.5 11.47 1.43 28.0 8.66 10.75 2.50 17.7 14.2 15.64 1.07 4.2 15.95 20.36 2.27 11.1 11.6 13.48 0.59 15.9 11.73 14.59 2.17 29.8 7.0 7.795 2.10 20.5 14.34 17.64 2.74 20.0 19.9 21.20 1.73 23.8 8.99 11.75 2.45 21.6 14.8 15.65 1.56 14.6 10.63 13.12 14.8 12.6 13.51 1.10 17.8 21.0 9.1 9.94 Page 414 1. For each of the four pollutants, construct a boxplot for the values for Year 1 to verify that the assumptions for constructing a confidence interval are satisfied. 2. Construct a 95% confidence interval for the mean level of each pollutant for the Year 1. 3. Is it reasonable to conclude that the mean levels in Year 1 were lower than the baseline levels for some or all of the pollutants? Which ones, if any? The investigators were concerned that the reduction in pollution levels might be only temporary. Specifically, they were concerned that people might use their new stoves carefully at first, thus obtaining the full advantage of their cleaner burning, but then become more casual in their operation, leading to an increase in pollution levels. We will investigate this issue by constructing confidence intervals for the mean levels in Year 2. 4. Repeat Exercises 1 and 2 for the Year 2 data. 5. Is it reasonable to conclude that the mean levels in Year 2 were lower than the baseline levels for some or all of the pollutants? Which ones, if any? Spring 2019 Math 1330 Project 3 35 points total Complete the Chapter 8 Case Study. 1. You do not have to make a box plot unless you would like to. But do calculate the mean, median, and quartiles in Excel using Excel formulas. [5pts] 2. Use Excel to calculate the confidence interval. Do not calculate by hand. [5pts] 3. Type your answers in Word in complete sentences, fully answering the questions. [5pts] 4. See 1 and 2 above for instructions. [10pts] 5. See 3 above for instructions. [5pts] Here is a good way to set up your Excel sheet. You will have a column of data for each pollutant per year (8 columns total), and then all the calculations will follow. [organized Excel sheet - 5pts] Data Mean Q1 Median Q3 St Dev n E (margin of error) Mean + E Mean – E Confidence Interval If you need help on this project, simply "Google" what you are trying to do along with Excel and the version year you are using. There are a plethora of videos!
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Explanation & Answer

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Surname 1
Student’s name
Professor’s name
Course
Date
Spring 2019 Math 1330
One
The box plot for Year 1 pollutants is as shown below:

The data for the four pollutants seems to be normally distributed with no outliers. Therefore,
condition for constructing the confidence interval is satisfied.

Surname 2
Two
95% confidence interval from descriptive statistics excel output is as shown in the Table 1
below.
Table 1: Descriptive Analysis
PM

OC

TC

LE

Mean
Q1
Median
Q3
Standard Deviation
n
E (Margin of Error)
Mean+E

20.21
16.575
20.5
23.325
4.856563654
20
2.272941756
22.48294176

12.635
10.2
12.9
15
3.330603707
20
1.558770517
14.19377052

14.13725
11.155
14.12
17.1275
3.652719058
20
1.709525142
15.84677514

1.537368421
1.17
1.56
1.955
0.511010351
19
0.246299105
1.783667526

Mean-E

17.93705824

11.07622948

12.42772486

1.291069316

Confidence interval

...

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