The class score distribution of schools in a metropolitan area is shown here along with an analysis output. Comment on the statistical significance between theMeans of the two distributions. Select the most appropriate statement. Two-sample t for Private_School vs Public_School N Mean StDev SE Mean Private_School 50 4.891 0.422 0.060 Public_School 50 7.15 1.87 0.26 Difference = mu (Private_School) - mu (Public_School) Estimate for difference: -2.259 99 \% CI for difference: (-2.985,-1.534) T-Test of difference =0 (vs not = ): T-Value =-8.32 p-Value =0.000

Question

The class score distribution of schools in a metropolitan area is shown here along with an analysis output. Comment on the statistical significance between theMeans of the two distributions. Select the most appropriate statement. Two-sample t for Private_School vs Public_School    N  Mean  StDev  SE Mean  Private_School   50   4.891   0.422   0.060  Public_School   50   7.15   1.87   0.26 Difference = mu (Private_School) - mu (Public_School) Estimate for difference: -2.259 99 \% CI for difference: (-2.985,-1.534) T-Test of difference =0 (vs not = ): T-Value =-8.32 p-Value =0.000

Examsnet · Accepted Answer

Correct Answer is : The two class Means are statistically different from each other

	N	Mean	StDev	SE Mean
Private_School	$50$	$4.891$	$0.422$	$0.060$
Public_School	$50$	$7.15$	$1.87$	$0.26$

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