Q7: Heavy Metal Contamination in Soils and Phytoaccumulation in a Manganese Mine Wasteland, South China" (Air, Soil, and Water Res., 2008: 31-41) reported that, for a sample of 3 soil specimens from a certain restored mining area, the sample mean concentration of Total Cu was 45.31 mg/kg with a corresponding (estimated) standard error of the mean of 5.26. It was also stated that the China background value for this concentration was 20. The results of various statistical tests described in the article were predicated on assuming normality. a. Does the data provide strong evidence for concluding that the true average concentration in the sampled region exceeds the stated background value? Carry out a test at significance level .01 using the P-value method. Does the result surprise you? Explain. b. Referring back to the test of (a), how likely is it that the P-value would be at least .01 when the true average concentration is 50 and the true standard deviation of concentration is 10?

Principles of Geotechnical Engineering (MindTap Course List)
9th Edition
ISBN:9781305970939
Author:Braja M. Das, Khaled Sobhan
Publisher:Braja M. Das, Khaled Sobhan
Chapter2: Origin Of Soil And Grain Size
Section: Chapter Questions
Problem 2.14P: A hydrometer test has the following result: Gs = 2.65, temperature of water = 26 C, and L = 10.4 cm...
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Q7:
Heavy Metal Contamination in Soils and Phytoaccumulation in a
Manganese Mine Wasteland, South China" (Air, Soil, and Water Res.,
2008: 31-41) reported that, for a sample of 3 soil specimens
from a certain restored mining area, the sample mean
concentration of Total Cu was 45.31 mg/kg with a corresponding
(estimated) standard error of the mean of 5.26. It
was also stated that the China background value for this
concentration was 20. The results of various statistical
tests described in the article were predicated on assuming
normality.
a. Does the data provide strong evidence for concluding
that the true average concentration in the sampled region
exceeds the stated background value? Carry out a test at
significance level .01 using the P-value method. Does the
result surprise you? Explain.
b. Referring back to the test of (a), how likely is it that the
P-value would be at least .01 when the true average concentration
is 50 and the true standard deviation of concentration
is 10?
Transcribed Image Text:Q7: Heavy Metal Contamination in Soils and Phytoaccumulation in a Manganese Mine Wasteland, South China" (Air, Soil, and Water Res., 2008: 31-41) reported that, for a sample of 3 soil specimens from a certain restored mining area, the sample mean concentration of Total Cu was 45.31 mg/kg with a corresponding (estimated) standard error of the mean of 5.26. It was also stated that the China background value for this concentration was 20. The results of various statistical tests described in the article were predicated on assuming normality. a. Does the data provide strong evidence for concluding that the true average concentration in the sampled region exceeds the stated background value? Carry out a test at significance level .01 using the P-value method. Does the result surprise you? Explain. b. Referring back to the test of (a), how likely is it that the P-value would be at least .01 when the true average concentration is 50 and the true standard deviation of concentration is 10?
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