You measure the blackbody temperature of the night sky three times and read: 7.3C, 9.1C, and 8.7C. Assuming the temperature fluctuation is due to your device, how should you represent this result with its associated error if we assume a 95% confidence interval? Does the standard deviation of a population change dramatically as more data comes in? Standard error? How might we use a low-precision device to make a precise measurement of some natural constant like the speed of light in a vacuum? The mean of a data set is 3.45 and the standard error is 0.003. How should the result be written using a 95% confidence interval?

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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You measure the blackbody temperature of the night
sky three times and read: 7.3C, 9.1C, and 8.7C.
Assuming the temperature fluctuation is due to your
device, how should you represent this result with its
associated error if we assume a 95% confidence
interval? Does the standard deviation of a population
change dramatically as more data comes in?
Standard error? How might we use a low-precision
device to make a precise measurement of some
natural constant like the speed of light in a vacuum?
The mean of a data set is 3.45 and the standard error
is 0.003. How should the result be written using a
95% confidence interval?
Transcribed Image Text:You measure the blackbody temperature of the night sky three times and read: 7.3C, 9.1C, and 8.7C. Assuming the temperature fluctuation is due to your device, how should you represent this result with its associated error if we assume a 95% confidence interval? Does the standard deviation of a population change dramatically as more data comes in? Standard error? How might we use a low-precision device to make a precise measurement of some natural constant like the speed of light in a vacuum? The mean of a data set is 3.45 and the standard error is 0.003. How should the result be written using a 95% confidence interval?
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