Do the samples appear to be from the same population? Why or why not? Support your answer with numerical facts and convincing reasons and explanations
Chemical distribution stats:
Five # summary: (2.29816, 2.29869, 2.299152, 2.30074)
Mean: 2.299706
Standard deviation: 0.001313
Atmospheric:
FNS: (2.30956, 2.30986, 2.31010, 2.31026, 2.311630
Mean: 2.31022
SD: 0.00057
2 answers
They appear to be from the same population because the numbers are approximately the same. The Atmospheric set is slightly more rounded, but the number 2.29816 is approximate to 2.30956 because if someone used one number slightly rounded it would round the data like so.
Do the samples appear to be from the same population? Why or why not? Support your answer with numerical facts and convincing reasons and explanations
Chemical distribution stats:
Five # summary: (2.29816, 2.29869, 2.299152, 2.30074)
Mean: 2.299706
Standard deviation: 0.001313
Atmospheric:
FNS: (2.30956, 2.30986, 2.31010, 2.31026, 2.311630
Mean: 2.31022
SD: 0.00057
Chemical distribution stats:
Five # summary: (2.29816, 2.29869, 2.299152, 2.30074)
Mean: 2.299706
Standard deviation: 0.001313
Atmospheric:
FNS: (2.30956, 2.30986, 2.31010, 2.31026, 2.311630
Mean: 2.31022
SD: 0.00057