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The data below indicate the contamination in parts per million in each of 50 samples of...

The data below indicate the contamination in parts per million in each of 50 samples of drinking water at a specific location.

hw1_q6a

a) What is the first quartile of the data?  

b)What is the third quartile of the data?  

c)What is the median of the data?   

d)What is the mean of the data? Give your answer to three decimal places  

e)Values that are greater than Q3 + 1.5 IQR or less than Q1 - 1.5 IQR are typically considered outliers. What value is an outlier in this data?  

f)Delete the outlier. What is the median after the outlier is deleted?  

g)What is the mean after the outlier is deleted? Give your answer to three decimal places.

contamination: hw1_q6a 
402
398
416
408
390
412
391
408
406
406
405
420
409
400
406
424
424
420
388
393
413
416
414
411
404
400
407
1650
405
393
409
412
403
401
419
389
396
404
403
404
389
416
402
405
408
407
400
393
403
399
math   Statistics-And-Probability   
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Answer #1


Answer Date: 25/01/2019 a) The first quartile of contamination is, By using Excel software, find first quartile help with the following steps 1)Import the data 2) SelectMegaStat option from Add-Ins menu. 3) Select First quartile from Descriptive Statistics 4)Select Input range. 5) Click Ok. Descriptive statistics Contamination 50 430.02 count mean 1st quartile median 3rd quartile interquartile range 400.00 405.00 411.75 11.75The median after deleted outlieris, By using Excel software, find median help with the following steps 1)Import the data 2) SFrom Excel output in part (), the mean after deleted outlier is 405.122

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