Listed below are the results of 16 independent trials that attempted to measure quantity Q. Calculate the average value and give an uncertainty range where you can t 95% sure that the true value of Q lies within. 211.88 205.59 211.54 206.15 206.60 211.05 199.26 186.69 194 5
Listed below are the results of 16 independent trials that attempted to measure quantity Q. Calculate the average value and give an uncertainty range where you can t 95% sure that the true value of Q lies within. 211.88 205.59 211.54 206.15 206.60 211.05 199.26 186.69 194 5
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Transcribed Image Text:Listed below are the results of 16 independent trials that attempted to measure quantity Q. Calculate the average value and give an uncertainty range where you can be
95% sure that the true value of Q lies within.
211.88
205.59
211.54
206.15
206.60
211.05
199.26
186.69
194.58
201.15
200.19
196.96
208.65
213.19
216.30
217.04
Q-37
A separate experiment allows Q to be determined by determining the slope of a graph. If 16 data points give a slope of 224.23 with an R value of 0.9474, give the value
of Q with uncertainty range where you can be 95% sure that the true value lies within.
QUE
F
Calculate the absolute value of the difference in the two estimates of Q with an uncertainty range at a 95% confidence interval. Make sure you do all calculations with
unrounded values.
Difference in estimates -

Transcribed Image Text:Q = 49
40
A separate experiment allows Q to be determined by determining the slope of a graph. If 16 data points give a slope of 224.23 wit
of Q with uncertainty range where you can be 95% sure that the true value lies within.
Calculate the absolute value of the difference in the two estimates of Q with an uncertainty range at a 95% confidence interval. M
unrounded values.
Difference in estimates =
OO
40
What statement below best describes the conclusion you can draw about the two estimates of Q?
We are confident that the experiments show two statistically significant different values of Q.
We have proven that both experiments give the same value of Q.
The two different methods have failed to show two statistically significant different values of Q.
We can draw no conclusions from these two results.
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