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ID: 3294768 • Letter: H
Question
https://drive.google.com/file/d/0B8cwe-uGdyWmZFZ0eUFmRnpZWEU/view?usp=sharing
above is the link to the data document and more detail of help needed. Thank you
Term Paper
Topic: “One-Sample Test of Hypothesis Analysis”
Can this be done? just testing the data and doing the hypothesis? If so I will send the data file. Thanks
I have a term paper that I cannot test the data or form a hypothesis. Here are the Directions: The purpose of the one-sample test of hypothesis analysis is to enhance your ability to conduct statistical research. This involves the formulation of a hypothesis with appropriate literature review, gathering secondary data, and empirically testing your hypothesis. having a super hard time getting data on this site.
Age Group
Sex
Race
Urinary Bladder
<45 years
Female
Black or African American
62.10%
(54.20% - 69.10%)
194
Urinary Bladder
<45 years
Female
White
87.40%
(85.90% - 88.80%)
2,429
Urinary Bladder
<45 years
Male
Black or African American
78.00%
(73.50% - 81.90%)
499
Urinary Bladder
<45 years
Male
White
89.20%
(88.20% - 90.10%)
5,851
Urinary Bladder
45-54 years
Female
Black or African American
58.90%
(54.50% - 63.10%)
666
Urinary Bladder
45-54 years
Female
White
83.60%
(82.50% - 84.50%)
6,951
Urinary Bladder
45-54 years
Male
Black or African American
73.90%
(71.20% - 76.40%)
1,662
Urinary Bladder
45-54 years
Male
White
84.70%
(84.00% - 85.30%)
20,056
Urinary Bladder
55-64 years
Female
Black or African American
59.20%
(55.80% - 62.50%)
1,262
Urinary Bladder
55-64 years
Female
White
81.60%
(80.80% - 82.30%)
15,314
Urinary Bladder
55-64 years
Male
Black or African American
71.10%
(68.90% - 73.20%)
3,266
Urinary Bladder
55-64 years
Male
White
82.20%
(81.80% - 82.70%)
51,945
Age Group
Sex
Race
Urinary Bladder
<45 years
Female
Black or African American
62.10%
(54.20% - 69.10%)
194
Urinary Bladder
<45 years
Female
White
87.40%
(85.90% - 88.80%)
2,429
Urinary Bladder
<45 years
Male
Black or African American
78.00%
(73.50% - 81.90%)
499
Urinary Bladder
<45 years
Male
White
89.20%
(88.20% - 90.10%)
5,851
Urinary Bladder
45-54 years
Female
Black or African American
58.90%
(54.50% - 63.10%)
666
Urinary Bladder
45-54 years
Female
White
83.60%
(82.50% - 84.50%)
6,951
Urinary Bladder
45-54 years
Male
Black or African American
73.90%
(71.20% - 76.40%)
1,662
Urinary Bladder
45-54 years
Male
White
84.70%
(84.00% - 85.30%)
20,056
Urinary Bladder
55-64 years
Female
Black or African American
59.20%
(55.80% - 62.50%)
1,262
Urinary Bladder
55-64 years
Female
White
81.60%
(80.80% - 82.30%)
15,314
Urinary Bladder
55-64 years
Male
Black or African American
71.10%
(68.90% - 73.20%)
3,266
Urinary Bladder
55-64 years
Male
White
82.20%
(81.80% - 82.70%)
51,945
Explanation / Answer
Since topic: “One-Sample Test of Hypothesis Analysis”, we have to reduce our hypothesis to ONE variable.
Note: It is a two tailed test, since it will be affected by BOTH greater than, AND less than values,
Null Hypothesis, Ho : 5-Year Relative Survival Rate of our population is NOT 75.99% (mean)
Alternative Hypothesis H1: 5-Year Relative Survival Rate of our population IS 75.99%
Decision rule is, if p < 0.05, accept the null hypothesis.
The level of significance is 95%.
The test statistic is ‘p’.
Calculated:
The P-Value is 0.999587. The result is not significant at p < 0.05.
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