Understanding Sampling Distribution with Plainmath

Recent questions in Sampling distributions
College StatisticsOpen question
Lily CarolineLily Caroline2022-10-10

P(X>2.8) =

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elaine usurfacionelaine usurfacion2022-07-06

1  1/2 + 1  1/2 =

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Wala kang JowaWala kang Jowa2022-05-25

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Nasrin JamaNasrin Jama2022-05-24

art 1: Introduction (Please type this portion - approximately 1-2 pages)
1) Identify Your Topic of Study (These are some EXAMPLES that correspond to 4 different
types of questions; kindly think of your own!)
a) In this study we intend to investigate the proportion of men who believe that at
least one parent amongst two should stay at home with a child until he/she starts
going to school.
b) In this study we investigate the difference in proportion between men and women
who believe that at least one parent amongst two should stay at home with a
child until he/she starts going to school.
c) In this study we intend to investigate the average number hours teenagers spend
on their phones each day.
d) In this study we intend to investigate the difference in the average number of
hours teenagers spend on phones each day and the average number of hours
spent on phones by adults 20 years of age or above.
2) Why is your study important? See if you can find some articles,movies, scientific articles,
anything that addresses your topic. What do they say? It doesn’t have to actually
answer your question - just talk about the issue at least and why it may be significant in
your life, or in life in general.
3) Identify your population(s), and how you would IDEALLY go about collecting a good
sample for study. (In reality you’ll probably end up doing a convenience sample)
4) Make a hypothesis BASED ON YOUR DATA (you can explain why its not what you
expected, or why it is what you expected as well)(. You will want to make a hypothesis
that is about a PROPORTION, or about a MEAN. It can be for one population, or for 2
populations* For example:
a) My hypothesis is that the proportion will be more than 50% because....
b) My hypothesis is that more men think so than women because... (*2 population)
c) My hypothesis is that the average number of hours is more than 3 hours
d) My hypothesis is that the average number of hours teenagers in USA spend on
their phones daily is more than the average for adults in USA (*2 population)
Note: *The computations for 2 populations are slightly more complicated than for studies on a
single population - hence you will get extra credit for doing a paper on 2 populations (up to 10
points on top of the possible 100 points for the project)
At least 1 page, but not more than 2 pages double spaced!



Part 2: Data Collection and display (Please type up, use technology to make displays)
1) Collect your Sample Data. Collect data from at least 15-20 subjects. If your are
comparing 2 populations, then collect at least 7-8 subjects in each population.
2) Explain what you collected. What question(s) did you ask? How did you find the people
in your sample?
3) Show your data in some form: Below is the proportion of men who believe at least 1
parent should stay at home until a child is ready to go to school.
Similarly can display histograms or any other kind of display.



I want to us this as example :



Globally, the majority (57%) of consumers own pets, according to more than 27,000 online consumers whom GfK surveyed in 22 countries. Dogs are the most popular pet globally, owned by 33% of respondents, with cats coming in second, at 23%. Fish (12%), birds (6%), and other pet types (6%) all rank significantly lower.

Argentina (82%), Mexico (81%) and Brazil (76%) have the highest rates of overall pet ownership among the 22 countries, with dogs being the most popular pet in all three nations. The countries included are Argentina, Australia, Belgium, Brazil, Canada, China, Czech Republic, France, Germany, Hong Kong, Italy, Japan, Mexico, Netherlands, Poland, Russia, South Korea, Spain, Sweden, Turkey, UK and USA.

The US ranks fifth for pet ownership and third when it comes to owning cats. Almost three-quarters (70%) of US consumers have at least one pet, with 50% owning dogs and 39% cats.

The research shows significant similarities in pet ownership metrics among US men and women. Only 28% of men and 31% of women report not owning any pets. In results that echo the global averages, men and women report almost identical levels of ownership for dogs (52%, men; 48%, women), cats (40%, men; 38%, women) and fish (12%, men; 10% women).

Asian countries appear to have the smallest percentage of their online population who own pets. In South Korea, just 31 percent report having any pet living with them, followed by Hong Kong at 35 percent and Japan at 37 percent.

“Although the Asian countries come lower in this list, these countries comprise a significant and growing share of the global pet market,” said Pushan Tagore, vice president of pet care research at GfK in a press release. ”This is due to the overall size and growth rate of their human population… Looking at data from our full range of pet care research, the key markets to watch over the next 12 months are China, India and LATAM. In these markets, rising disposable income is moving consumers away from table scraps and home cooked food for dogs and cats and towards prepared pet food. This is being driven by the convenience factor, as well as rising awareness of the need to feed their pets with the appropriate nutrition.”

To gather this data, GfK conducted an online survey of over 27,000 consumers aged 15 or older in 22 countries. Fieldwork was completed in June 2015, and data are weighted to reflect the demographic composition of the online population age 15 and over in each market. 





College StatisticsOpen question
Belle ParkBelle Park2022-05-20

College StatisticsOpen question

College StatisticsAnswered question
vikash.kr.208 vikash.kr.208 2022-04-22

In simple terms, this mathematical branch will be familiar to students dealing with probability distribution and statistics as you seek answers to your random sample statistic equations. Take a look at the sampling distribution example that will make things clearer regardless of your subject. If you need additional help, consider sampling distribution examples with solutions that will have all the questions that will look alike to what you may have with your statistics regardless if there are sampling distribution problems or a complex sampling distribution equation. As always, start with sampling distribution questions first to identify the most efficient solution.