STAT 1350 Lecture Notes - Lecture 21: Null Hypothesis, Statistic, Statistical Hypothesis Testing

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3/29/2018
Chapter 22: What is a test significance?
Remember the steps in hypothesis testing
1. Determine the null hypothesis and the alternative hypothesis.
2. Collect data, summarize the data, and convert the sample statistic to a test
statistic (or a z-score).
3. Find the p-value by using Table B.
4. Make a decision based on the p-value by comparing it to the significance level
(or alpha (α)).
A New Example: Networking
It has been claimed that 85% of jobs are filled through networking. You believe
this percentage is too high. You obtain a random sample of 130 employees and
find that 107 obtained their current job through networking. Conduct a
hypothesis test using a = .05.
https://www.linkedin.com/pulse/new-survey-reveals-85-all-jobs-filled-via-
networking-lou-adler/
How Should We Get Started
State the hypotheses:
Ho:
Ha:
Once the data has been gathered, think about what the sampling distribution will
look like. What shape will it have? Where will it be centered? What is the
standard deviation?
Pulling an all-nighter
According to medical researchers, 20% of college students pull all-nighters at
least once a month.
Believing this number is too low, you survey a random sample of 100 of your
peers, and you find that 26 of them report pulling all-nighters at least once a
month.
Conduct a hypothesis test at an alpha-level of 0.10.
Pulling an all-nighter
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Document Summary

Determine the null hypothesis and the alternative hypothesis. Collect data, summarize the data, and convert the sample statistic to a test statistic (or a z-score). Make a decision based on the p-value by comparing it to the significance level (or alpha ( )). It has been claimed that 85% of jobs are filled through networking. You obtain a random sample of 130 employees and find that 107 obtained their current job through networking. Conduct a hypothesis test using a = . 05. Once the data has been gathered, think about what the sampling distribution will look like. According to medical researchers, 20% of college students pull all-nighters at least once a month. Believing this number is too low, you survey a random sample of 100 of your peers, and you find that 26 of them report pulling all-nighters at least once a month. Conduct a hypothesis test at an alpha-level of 0. 10. Calculating the test statistic and finding the p-value.

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