2. Assume that the school's sports coordinator claims that the mean weight of all student-athletes is 52 kilograms with a standard deviation of 8 kilograms. Accomplish the following: a. Determine the sample mean weight of the seven randomly selected student- athletes. b. Test the claim of the sports coordinator at 5% level of significance. Present the complete outcomes of each procedure in hypothesis testing: i. Formulate the null and alternative hypotheses. il. Specify the level of significance and choose the appropriate statistical test. Compute for the test statistic. ili. Establish the critical region. iv. Make a decision and a conclusion.

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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pls answer no.2 on paper thank you

Solve appropriately. Avoid erasures.
Scenario (Procedures):
1. The amount of the sample weights (in
kilograms) of the random student-athletes
in Archangels School of Arts is given to each
aspiring Head of the Research Department.
2. Assume that the school's sports
coordinator claims that the mean weight of
all student-athletes is 52 kilograms with a
standard deviation of 8 kilograms.
Accomplish the following:
a. Determine the sample mean weight of the
seven randomly selected student-
athletes.
b. Test the claim of the sports coordinator at
5% level of significance. Present the
complete outcomes of each procedure in
hypothesis testing:
i. Formulate the null and alternative
hypotheses.
il. Specify the level of significance and
choose the appropriate statistical
test. Compute for the test statistic.
ili. Establish the critical region.
iv. Make a decision and a conclusion.
Transcribed Image Text:Solve appropriately. Avoid erasures. Scenario (Procedures): 1. The amount of the sample weights (in kilograms) of the random student-athletes in Archangels School of Arts is given to each aspiring Head of the Research Department. 2. Assume that the school's sports coordinator claims that the mean weight of all student-athletes is 52 kilograms with a standard deviation of 8 kilograms. Accomplish the following: a. Determine the sample mean weight of the seven randomly selected student- athletes. b. Test the claim of the sports coordinator at 5% level of significance. Present the complete outcomes of each procedure in hypothesis testing: i. Formulate the null and alternative hypotheses. il. Specify the level of significance and choose the appropriate statistical test. Compute for the test statistic. ili. Establish the critical region. iv. Make a decision and a conclusion.
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