How would Interpret the following data using two sample t-testing if unequal variances? Each of these columns of data represent a different soda bottling line, with the values representing the amount of soda per bottle in ounces. The business question being asked for each of the three comparisons is "do the two bottling lines bottle the same volume of soda on average, bearing in mind that the sample difference that you may observe could just be coincidence." C7C9Mean20.0167949987019.98479325352Variance0.010324799770.00890427549Observations50.0000000000050.00000000000Hypothesized Mean Difference0.00000000000 df97.00000000000 t Stat1.63184710438 P(T<=t) one-tail0.05297709034 t Critical one-tail1.66071461012 P(T<=t) two-tail0.10595418068 t Critical two-tail1.98472318601 Need help intrepreting Data using excel :Change number to 11 decimal places or correct intrepretation of data Two Tail P and t -(Excel)Two -Sample Assuming UnEqual Variances (Excel)Need difference between means Est. Error difference Degree of freedomHypothesisNull HypothesisAternative Hypothesis P value 0.05 (alpha )Is it significant ?

Name: How would Interpret the following data using two sample t-testing if
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Description: How would Interpret the following data using two sample t-testing if unequal variances? Each of these columns of data represent a different soda bottling line, with the values representing the amount of soda per bottle in ounces. The business questi

The Excel output is mentioned for two independent samples t-test assuming unequal variances. Two…

Answered: How would Interpret the following data…

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.4: Distributions Of Data

Problem 19PFA

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How would Interpret the following data using two sample t-testing if unequal variances? Each of these columns of data represent a different soda bottling line, with the values representing the amount of soda per bottle in ounces. The business question being asked for each of the three comparisons is "do the two bottling lines bottle the same volume of soda on average, bearing in mind that the sample difference that you may observe could just be coincidence."

	C7	C9
Mean	20.01679499870	19.98479325352
Variance	0.01032479977	0.00890427549
Observations	50.00000000000	50.00000000000
Hypothesized Mean Difference	0.00000000000
df	97.00000000000
t Stat	1.63184710438
P(T<=t) one-tail	0.05297709034
t Critical one-tail	1.66071461012
P(T<=t) two-tail	0.10595418068
t Critical two-tail	1.98472318601

Need help intrepreting Data using excel :

Change number to 11 decimal places or correct intrepretation of data

Two Tail P and t -(Excel)

Two -Sample Assuming UnEqual Variances (Excel)

Need difference between means

Est. Error difference

Degree of freedom

Hypothesis

Null Hypothesis

Aternative Hypothesis

P value

0.05 (alpha )

Is it significant ?

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