Suppose that one is interested in determining if there is a difference in the mean number of hours per month that the recreational facility is used between families in Area 1 and families in Area 2.a) Determine the appropriate test statistic and value of the test statistic?b) If the significance level of the test is  = 0.05 determine the appropriate critical region? In the following study the city of Saskatoon was interested in knowing the number ofhours per month that families in two areas of the city made use of a recreational facility. Itwas also interested to know if there was a difference between the two areas. A sample ofsize n = 45 families were selected from Area 1 resulting in a mean (hours used per familyper month) of 15.6 and a standard deviation of 4.5.A second sample of size m = 50 families were selected from Area 2 resulting in a mean(hours used per family per month) of 20.7 and a standard deviation of 3.7.

Name: Suppose that one is interested in determining if there is a difference
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Description: Suppose that one is interested in determining if there is a difference in the mean number of hours per month that the recreational facility is used between families in Area 1 and families in Area 2.a) Determine the appropriate test statistic and valu

we have given that n=45 , m=50 , xbar1=15.6 ,xbar2=20.7 and s1=4.5 ,s2=3.7 and alpha=0.05

Answered: In the following study the city of…

MATLAB: An Introduction with Applications

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Author:Amos Gilat

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Suppose that one is interested in determining if there is a difference in the mean number of hours per month that the recreational facility is used between families in Area 1 and families in Area 2.

a) Determine the appropriate test statistic and value of the test statistic?

b) If the significance level of the test is  = 0.05 determine the appropriate critical region?

In the following study the city of Saskatoon was interested in knowing the number of
hours per month that families in two areas of the city made use of a recreational facility. It
was also interested to know if there was a difference between the two areas. A sample of
size n = 45 families were selected from Area 1 resulting in a mean (hours used per family
per month) of 15.6 and a standard deviation of 4.5.
A second sample of size m = 50 families were selected from Area 2 resulting in a mean
(hours used per family per month) of 20.7 and a standard deviation of 3.7.

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