Use the Sprint data, given again below, to test whet month than men do at the 5% significance level. As answer to three decimal places. Men

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A: Given that  Xi ~ Uniform (θ1 , θ2)

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A: It is given that twenty male faculty and fifteen female faculty enlisted for the training.

Q: n = 5,000 USE SALT Consider that for p = 0.6 and sample sizes of n = 30, n = 100, and n = 400 the…

A: Given that  p^ = 0.6 , n1 = 30 , n2 = 100 , n3 = 400 , E1 = 0.175 E2 = 0.096 , E3 = 0.048

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A:

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A: Given, This is a paired 't' test sample size,n= 10 mean (d̄) =Σd/n              = 189/10…

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A: Given that, logrentt=−0.569+0.262?90+0.041log(pop)+0.571log(avginc)+0.0050pctstu Here, pop is city…

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A: given data X~U(0,52) uniform distribution probability function  f(x) = 1b-a = 152-0 = 152

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A: We have given that Number of democrats = 4 Number of republicans = 6 Total number= 4+6 = 10

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A:

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A: Method: Using standard normal table to see the probability at a given point.

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A: The answer is attached below.

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A: 4. The sample size is 50 and sample mean is 18.

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A: From the provided information, Sample size (n) = 20 Sample variance (s2) = 64 Confidence level = 95%

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A: Given that Under what two conditions will a sampling distribution be normally distributed?

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A: Solution:  Given information:  n1=1863 Sample size of malesx1= 952 Successes for male n2= 1863…

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A:

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A: From the provided information, Confidence level = 95% Sample size (n) = 200 And p = 0.9

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A: Probability = number of favorable outcomes/ total number of outcomes

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A:

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