Problem 11-18 (modified). NASA scientists obtained the following data from airborne radiometer scans using the ESTAR method of aperature synthesis. Soil Moisture Percentages: 19,16,15,16.5,15,14 Source: D. M. LeVine, A. J. Griffis, C. T. Swift, and T. J. Jackson, "ESTAR: A Synthetic Aperature Microwave Radiometer for Remote Sensing Applications," Proceedings of the IEEE, December 1994, p. 1795. These data represent sample measurements taken over the 220-240 degree K brightness temperature range. The theoretical model states that the mean volumetric soil moisture percentage should be 13.5%. Use the confidence interval approach to conclude whether the sample data support or refute the null hypothesis that the mean ESTAR measurements equal the theoretical level, using a .05 level of significance. Lower 95% confidence limit= Upper 95% confidence limit= . What is your conclusion? O Reject Ho Accept Ho

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Problem 11-18 (modified). NASA scientists obtained the following data from airborne radiometer scans using the ESTAR method of aperature synthesis.
Soil Moisture Percentages: 19,16,15,16.5,15,14
Source: D. M. LeVine, A. J. Griffis, C. T. Swift, and T. J. Jackson, "ESTAR: A Synthetic Aperature Microwave Radiometer for Remote Sensing Applications," Proceedings of the
IEEE, December 1994, p. 1795.
These data represent sample measurements taken over the 220-240 degree K brightness temperature range. The theoretical model states that the mean volumetric soil
moisture percentage should be 13.5%. Use the confidence interval approach to conclude whether the sample data support or refute the null hypothesis that the mean ESTAR
measurements equal the theoretical level, using a .05 level of significance.
Lower 95% confidence limit=
Upper 95% confidence limit=
. What is your conclusion?
O Reject Ho
Accept Ho
Transcribed Image Text:Problem 11-18 (modified). NASA scientists obtained the following data from airborne radiometer scans using the ESTAR method of aperature synthesis. Soil Moisture Percentages: 19,16,15,16.5,15,14 Source: D. M. LeVine, A. J. Griffis, C. T. Swift, and T. J. Jackson, "ESTAR: A Synthetic Aperature Microwave Radiometer for Remote Sensing Applications," Proceedings of the IEEE, December 1994, p. 1795. These data represent sample measurements taken over the 220-240 degree K brightness temperature range. The theoretical model states that the mean volumetric soil moisture percentage should be 13.5%. Use the confidence interval approach to conclude whether the sample data support or refute the null hypothesis that the mean ESTAR measurements equal the theoretical level, using a .05 level of significance. Lower 95% confidence limit= Upper 95% confidence limit= . What is your conclusion? O Reject Ho Accept Ho
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