introduction to sampling distributions assignment

Four pairs of shoes you like are for sale. The black boots cost $70, the red boots cost $60, the white sneakers cost $50, and the green sandals cost $30. Complete the statements regarding the3 different types of distributions when taking samples of size n = 2 and calculating the mean of each sample.

population sampling sample

According to the state of Georgia, 24% of all registered vehicles in Georgia are black. A random sample of cars was taken in a large grocery store parking lot in Georgia, and 18% of cars were black. Fill in the vocabulary terms that will make the statement true.

sample population

Four pairs of shoes you like are for sale. The black boots cost $70, the red boots cost $60, the white sneakers cost $50, and the green sandals cost $30. Suppose you randomly select 3 pairs of the shoes to buy, and average the cost. The following 3 distributions are produced. Identify each distribution.

sample distribution sampling distribution population distribution

Four pairs of shoes are for sale. The black boots (B) cost $70, the red boots (R) cost $60, the white sneakers (W) cost $50, and the green sandals (G) cost $30. Use the table below to identify all samples of size n = 2, the corresponding mean, and their sampling distribution.

$65 6 mean of the selected pairs

According to the state of Georgia, 24% of all registered vehicles in Georgia are black. A random sample of cars was taken in a large grocery store parking lot in Georgia, and 18% of cars were black. Which statement is true?

24% is the parameter, and 18% is the statistic.

Sixty-eight percent of tickets of a particular football team are owned by season-pass holders. At a recent game, the home team decides to have a raffle where 100 seats in the stadium are randomly selected, and the people with the tickets to those seats will each receive a free team shirt. Seventy-three percent of those selected were season-pass holders. Which statement is true?

68% is the parameter, and 73% is the statistic.

Sixty-eight percent of tickets for a particular football team are owned by season-pass holders. At a recent game, the home team decides to have a raffle where 100 seats in the stadium are randomly selected, and the people with the tickets to those seats will each receive a free team shirt. Seventy-three of those selected are season-pass holders. Which of the following statements is true?

All seats in the stadium are the population, and the 100 selected are the sample.

Four pairs of shoes are for sale. The black boots (B) cost $70, the red boots (R) cost $60, the white sneakers (W) cost $50, and the green sandals (G) cost $30. Use the table below to identify all samples of size n = 2, the corresponding mean, and their sampling distribution. Select all the remaining possible samples of size 2 that need to be filled into the table (shoe is denoted by the first letter of the color, and note that BR is already in the table).

BW BG WG

Four pairs of shoes are for sale. The black boots (B) cost $70, the red boots (R) cost $60, the white sneakers (W) cost $50, and the green sandals (G) cost $30. Use the table below to identify all samples of size n = 3, the corresponding mean, and their sampling distribution.

W G $60 4 mean of the selected pairs

Mr. Evans, the English teacher, requires his students to randomly select their next 2 out of 5 books to read. A student could select a book with 800, 700, 600, 500, or 400 pages. List all possible samples of selecting 2 of the 5 books, and then calculate the average number of pages for each sample of 2 books. Use that information to choose the dotplot that shows the complete sampling distribution.

distribution 2