The mean of the difference data (attached) is x bar = 8.95 with a standard deviation SD = 23.88. 1. Find a 99% confidence interval for the mean difference (scented –unscented) in improvement in completion times. 2. Provide an interpretation of this interval in the context of possible extra improvement with floral scent.

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
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ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.4: Collecting Data
Problem 2E
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The mean of the difference data (attached) is x bar = 8.95 with a standard deviation SD = 23.88.

1. Find a 99% confidence interval for the mean difference (scented –unscented) in improvement in completion times.

2. Provide an interpretation of this interval in the context of possible extra improvement with floral scent.

ScentTest
% Unscented % Scented
33.07
43.13
9.31
-3.66
28.41
42.86
15.26
30.65
21.86
16.42
7.37
16.37
20.44
3.17
-23.43
27.06
-3.35
27.25
32.78
-0.17
22.77
37.3
-6.77
35.89
19.64
22.14
28.69
7.85
9.05
-19.08
11.06
43.12
17.48
29.16
-10.23
-26.72
15.43
38.52
-22.51
12.44
-4.62
26.04
Transcribed Image Text:ScentTest % Unscented % Scented 33.07 43.13 9.31 -3.66 28.41 42.86 15.26 30.65 21.86 16.42 7.37 16.37 20.44 3.17 -23.43 27.06 -3.35 27.25 32.78 -0.17 22.77 37.3 -6.77 35.89 19.64 22.14 28.69 7.85 9.05 -19.08 11.06 43.12 17.48 29.16 -10.23 -26.72 15.43 38.52 -22.51 12.44 -4.62 26.04
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