4. A nuclear power facility produces a vast amount of heat, which is usually discharged into aquatic systems. This heat raises the temperature of the aquatic system, resulting in a greater concentration of chlorophyll a, which in turn extends the growing season. To study this effect, water samples were collected monthly at 3 stations for a period of 12 months. Station A is located closest to a potential heated water discharge, station C is located farthest away from the discharge, and station B is located halfway between stations A and C. The following concentrations of chlorophyll a were recorded. Station Month January February March 9.867 3.723 14.035 10.700 4.410 11.100 4.470 8.416 20.723 9.168 4.778. 34.080 April May June July August September October November December 13.853 8.010 7.067 11.670 9.145 8.990 3.350 4.500 7.357 8.463 3.358 4.086 4.233 2.320 3.843 3.610 4.210 6.830 3.630 5.800 2.953 3.480 2.640 3.020 Perform an analysis of variance and test the hypothesis, at the 0.05 level of significance, that there is no difference in the mean concentrations of chlorophyll a at the 3 stations.
4. A nuclear power facility produces a vast amount of heat, which is usually discharged into aquatic systems. This heat raises the temperature of the aquatic system, resulting in a greater concentration of chlorophyll a, which in turn extends the growing season. To study this effect, water samples were collected monthly at 3 stations for a period of 12 months. Station A is located closest to a potential heated water discharge, station C is located farthest away from the discharge, and station B is located halfway between stations A and C. The following concentrations of chlorophyll a were recorded. Station Month January February March 9.867 3.723 14.035 10.700 4.410 11.100 4.470 8.416 20.723 9.168 4.778. 34.080 April May June July August September October November December 13.853 8.010 7.067 11.670 9.145 8.990 3.350 4.500 7.357 8.463 3.358 4.086 4.233 2.320 3.843 3.610 4.210 6.830 3.630 5.800 2.953 3.480 2.640 3.020 Perform an analysis of variance and test the hypothesis, at the 0.05 level of significance, that there is no difference in the mean concentrations of chlorophyll a at the 3 stations.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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