nterpret the following set of data using one sample inferential statistics. Interpret using 95% confidence interval, stardard error of mean etc. I provided statistical data using excel data set -sample number is 80  Data set C3 - These are ounces of soda per sampled bottles in a bottling factory. Government regulations require that the actual bottled volumes meet the 20 ounces posted on the label. Does this bottling operation meet the government regulations (it is safe to say that the population bottling volume mean meets the target of 20.0 ounces)? C3 C3   19.98211161     20.01222779 Mean 20.19596 20.02408348 Standard Error 0.028530228 19.94534311 Median 20.10407754 19.86814073 Mode #N/A 20.18783677 Standard Deviation 0.255182118 19.92073773 Sample Variance 0.065117913 20.07779807 Kurtosis -1.290413657 19.88045277 Skewness 0.417317819 20.08633493 Range 0.884471742 19.99880616 Minimum 19.79359909 20.04184157 Maximum 20.67807083 19.79359909 Sum 1615.6768 19.9315869 Count 80 20.19997583 Confidence Level(95.0%) 0.056787998 20.18833422 lower bound 20.139172 20.12368493 upper bound  20.252748 19.91342638     20.16019815     20.09396294     20.11419214     19.90629711     20.12963763     20.05677479     20.19696502     19.99936949     19.90750615     19.96483433     20.18773889     20.09179552     19.97919741     20.07172472     19.9186015     20.08610577     20.09116566     19.93257783     19.9990732     19.91208123     20.03713763     20.12984181     20.00284906     19.93254786     19.98539723     19.83015033     19.95230674     19.91525526     20.05988921     20.07966361     19.97102073     19.96756892     20.19034231     20.46740403     20.58557795     20.55566452     20.42956046     20.57293544     20.51652083     20.51833426     20.28469328     20.48758898     20.54724257     20.47617865     20.53128277     20.31026474     20.45437402     20.57081379     20.53627411     20.47537861     20.40742635     20.61406474     20.40100245     20.44944253     20.65229088     20.59822024     20.36482672     20.67807083     20.52920484     20.57181338     20.42736866     20.6328871

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Interpret the following set of data using one sample inferential statistics.

Interpret using 95% confidence interval, stardard error of mean etc.

I provided statistical data using excel

data set -sample number is 80 

Data set

  1. C3 - These are ounces of soda per sampled bottles in a bottling factory. Government regulations require that the actual bottled volumes meet the 20 ounces posted on the label. Does this bottling operation meet the government regulations (it is safe to say that the population bottling volume mean meets the target of 20.0 ounces)?
C3 C3  
19.98211161    
20.01222779 Mean 20.19596
20.02408348 Standard Error 0.028530228
19.94534311 Median 20.10407754
19.86814073 Mode #N/A
20.18783677 Standard Deviation 0.255182118
19.92073773 Sample Variance 0.065117913
20.07779807 Kurtosis -1.290413657
19.88045277 Skewness 0.417317819
20.08633493 Range 0.884471742
19.99880616 Minimum 19.79359909
20.04184157 Maximum 20.67807083
19.79359909 Sum 1615.6768
19.9315869 Count 80
20.19997583 Confidence Level(95.0%) 0.056787998
20.18833422 lower bound 20.139172
20.12368493 upper bound  20.252748
19.91342638    
20.16019815    
20.09396294    
20.11419214    
19.90629711    
20.12963763    
20.05677479    
20.19696502    
19.99936949    
19.90750615    
19.96483433    
20.18773889    
20.09179552    
19.97919741    
20.07172472    
19.9186015    
20.08610577    
20.09116566    
19.93257783    
19.9990732    
19.91208123    
20.03713763    
20.12984181    
20.00284906    
19.93254786    
19.98539723    
19.83015033    
19.95230674    
19.91525526    
20.05988921    
20.07966361    
19.97102073    
19.96756892    
20.19034231    
20.46740403    
20.58557795    
20.55566452    
20.42956046    
20.57293544    
20.51652083    
20.51833426    
20.28469328    
20.48758898    
20.54724257    
20.47617865    
20.53128277    
20.31026474    
20.45437402    
20.57081379    
20.53627411    
20.47537861    
20.40742635    
20.61406474    
20.40100245    
20.44944253    
20.65229088    
20.59822024    
20.36482672    
20.67807083    
20.52920484    
20.57181338    
20.42736866    
20.6328871    
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