Asked by Sushmita Rathour on Jun 07, 2024

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Water samples were taken at four different locations in a river to determine whether the quantity of dissolved oxygen, a measure of water pollution, varied from one location to another. Locations 1 and 2 were selected above an industrial plant, one near the shore and the other in midstream; location 3 was adjacent to the industrial water discharge for the plant; and location 4 was slightly downriver in midstream. Five water specimens were randomly selected at each location, but one specimen, corresponding to location 4, was lost in the laboratory. The data and an ANOVA computer printout are provided here (the greater the pollution, the lower the dissolved oxygen readings). Water samples were taken at four different locations in a river to determine whether the quantity of dissolved oxygen, a measure of water pollution, varied from one location to another. Locations 1 and 2 were selected above an industrial plant, one near the shore and the other in midstream; location 3 was adjacent to the industrial water discharge for the plant; and location 4 was slightly downriver in midstream. Five water specimens were randomly selected at each location, but one specimen, corresponding to location 4, was lost in the laboratory. The data and an ANOVA computer printout are provided here (the greater the pollution, the lower the dissolved oxygen readings).   Do the data provide sufficient evidence to indicate a difference in the mean dissolved oxygen contents for the four locations? Conclusion: ______________ There ______________ a significant difference in the mean dissolved oxygen content for the four locations. Compare the mean dissolved oxygen content in midstream above the plant with the mean content adjacent to the plant (location 2 versus location 3). What is the 95% confidence interval (CI) for   ? CI = ______________ Enter (n1, n2) Do the data provide sufficient evidence to indicate a difference in the mean dissolved oxygen contents for the four locations?
Conclusion: ______________
There ______________ a significant difference in the mean dissolved oxygen content for the four locations.
Compare the mean dissolved oxygen content in midstream above the plant with the mean content adjacent to the plant (location 2 versus location 3). What is the 95% confidence interval (CI) for Water samples were taken at four different locations in a river to determine whether the quantity of dissolved oxygen, a measure of water pollution, varied from one location to another. Locations 1 and 2 were selected above an industrial plant, one near the shore and the other in midstream; location 3 was adjacent to the industrial water discharge for the plant; and location 4 was slightly downriver in midstream. Five water specimens were randomly selected at each location, but one specimen, corresponding to location 4, was lost in the laboratory. The data and an ANOVA computer printout are provided here (the greater the pollution, the lower the dissolved oxygen readings).   Do the data provide sufficient evidence to indicate a difference in the mean dissolved oxygen contents for the four locations? Conclusion: ______________ There ______________ a significant difference in the mean dissolved oxygen content for the four locations. Compare the mean dissolved oxygen content in midstream above the plant with the mean content adjacent to the plant (location 2 versus location 3). What is the 95% confidence interval (CI) for   ? CI = ______________ Enter (n1, n2) ?
CI = ______________ Enter (n1, n2)

Dissolved Oxygen

The amount of oxygen that is present in water, which is essential for the survival of fish and other aquatic organisms.

Water Pollution

Water pollution is the contamination of water bodies, such as rivers, lakes, oceans, and groundwater, caused by pollutants that harm living organisms and the environment.

Confidence Interval

A span of numbers, originating from sample data, which probably encompasses the value of an unspecified population characteristic.

  • Determine the F-test statistic and analyze the related p-value in the framework of one-way ANOVA.
  • Examine the effects of significant versus non-significant outcomes in one-way ANOVA.
  • Implement techniques for conducting post-hoc analysis for multiple comparisons within the context of one-way ANOVA settings.
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ZK
Zybrea KnightJun 10, 2024
Final Answer :
Reject H0; is; (1.387, 1.933)