Hello, I put all my information in bold so far, Im working on a project for stats and I'm struggiling with everything on the project and feeling overwehlmed. Select a parameter you are interested in studying For example: Proportion of students who wear red/white/turquoise on Fridays Average number of days per week students wash their hair Proportion of social media friends who update their status (post a pic) daily Average test score on a particular test A simulated experiment for a proportion or mean Conduct a scientific experiment for a proportion or mean of your choosing. Proportion of callers calling into renew their registration or drivers license and see if they are left or right handed over a span of 3 days and the first 30 callers. 2.Define your population and parameter of interest. 3.Background research with references. 4. Define your point estimate of the parameter. 5. State your question/hypothesis and outline your process. How many callers in the morning of each day will be left or right-handed? My prediction is the majority will be right handed. 6. Give a detailed explanation of how you will select your sample. Your explanation should include the following: What kind of sample will you gather? :The same was random from people who called into a local call center from the first 30 callers of the day over a span of 3 days What will your sample size be? My sample size will be a total of 90 individuals. 7. Keep in mind the 10% condition, the conditions for normality of a proportion. 8. What margin of error will the confidence interval give you? (Your explanation should be thorough enough that if I had a list of the population, I could follow it and gather an equivalent random sample) 9. Present your sample data in both table and graph form. 10. State assumptions and check conditions to create a confidence interval. 11. State the confidence level and interpret in context. 12. Construct a confidence interval. Show all calculations. 13. Conclude and interpret the confidence interval in context. 14. Discussion: how do your sample size and method for choosing your sample affect the validity of your conclusion? Is there anything else relevant to the validity of your conclusion? 15. Reflect: What did you learn? What went well? What did not? What might you do differently?
Hello, I put all my information in bold so far, Im working on a project for stats and I'm struggiling with everything on the project and feeling overwehlmed.
- Select a parameter you are interested in studying
For example:
Proportion of students who wear red/white/turquoise on Fridays
Average number of days per week students wash their hair
Proportion of social media friends who update their status (post a pic) daily
Average test score on a particular test
A simulated experiment for a proportion or mean
Conduct a scientific experiment for a proportion or mean of your choosing.
Proportion of callers calling into renew their registration or drivers license and see if they are left or right handed over a span of 3 days and the first 30 callers.
2.Define your population and parameter of interest.
3.Background research with references.
4. Define your point estimate of the parameter.
5. State your question/hypothesis and outline your process.
How many callers in the morning of each day will be left or right-handed? My prediction is the majority will be right handed.
6. Give a detailed explanation of how you will select your sample.
Your explanation should include the following:
What kind of sample will you gather? :The same was random from people who called into a local call center from the first 30 callers of the day over a span of 3 days
What will your
7. Keep in mind the 10% condition, the conditions for normality of a proportion.
8. What margin of error will the confidence interval give you?
(Your explanation should be thorough enough that if I had a list of the population, I could follow it and gather an equivalent random sample)
9. Present your sample data in both table and graph form.
10. State assumptions and check conditions to create a confidence interval.
11. State the confidence level and interpret in context.
12. Construct a confidence interval. Show all calculations.
13. Conclude and interpret the confidence interval in context.
14. Discussion: how do your sample size and method for choosing your sample affect the validity of your conclusion? Is there anything else relevant to the validity of your conclusion?
15. Reflect: What did you learn? What went well? What did not? What might you do differently?
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