The number that shows up the most.
Mode
This 5 number summary is needed to make a box plot.
Quartile 1, quartile 2, quartile 3, min, and max.
Classify the type of sample:
The students who attended a prom committee meeting were each given a raffle ticket for a drawing of five prizes.
Name the mode:
3, 5, -2, 2, 10, 8, 2, 11
2
The average of the data.
The Mean
The quartile 2 for this set of data;
33, 45, 47, 51, 55
47
Name the sample, population, statistic, and population.
A random sample of 1003 Mercy County voters is asked if they would vote for the incumbent for governor The percent responding yes is calculated.
Sample: 1003 Mercy County voters
Population: All Mercy County voters
Statistic: 1003 Mercy County voters that said yes.
Parameter: All Mercy County voters that said yes.
Determine the type of study.
A gym owner want to test whether changing the color of the walls improves member satisfaction.
Experiment.
The middle value of the data.
Median
Explain how to calculate if there is an outlier.
Subtract the (1.5)IQR from the Q1 and add (1.5)IQR to the Q3.
A stratified random sample of high school students from each school in the county was polled about the time spent each week on extracurricular activities.
Sample: stratified sample of high school students in the county
Population:All high school students across the county
Statistic: time spent each week on extracurricular by sample
Parameter: time spent each week on extracurricular by high school student in the county.
Find the mean absolute deviation of 4, 8, 2, 15.
4.25
Find the mean from this data; 5, 12, 8, 22, 30,2.
Round your answer to the nearest tenth.
13.2
20, 24, 33, 55, 90, 222
Prove that 222 is an outlier.
90 + 1.5(66)= 189
Give an example of a sample, population, statistic, and parameter.
Various answers.
The median of the data is:
4, 7, 7, 9, 14, 14, 22, 28
11.5
A set of data has an outlier. Describe how your box plot would change and how the outlier is shown.
The quartiles need to be recalculated and the outlier would be a dot not connected to the box.
Describe the situation;
A television network wants to conduct a cartoon marathon. To choose the episodes, they mail a questionnaire to people selected at random throughout the country.
Survey