Statistics Chapter 1 (and a bit of 2) (Displaying Data) Flashcards
What is data
The information gathered from experiments, surveys and observations
Definition of statistics
Statistics is the art and science of learning from data
What are the 3 components of statistics
- Experimental design (conducting the experiment). 2.) Descriptive statistics (summarizing the data). 3.) Inferential statistics (learning from the data and generalizing)
Explain POPULATION and SAMPLE
Population is the total set of subjects we are interested in. A sample is the subset of the population for which we have data.
We can then use descriptive statistics to summarize with graphs, or use inferential statistics to make conclusions about the whole population.
What is the difference between a parameter and a statistic
A parameter is a numerical summary of the population. A statistic is a numerical summary of a sample taken from the population.
Statistic is more descriptive while parameter is more inferential
Definition of variable
General: a thing that can take multiple values. In psychology: a variable is a characteristic observed in a study
Explain a categorical variable
A variable that is a category
Like yes or no, or what your bachelor is.
Explain a quantitative variable
A variable that has a numerical value.
Like what was your rank in Mario kart, or what is your age
What forms can quantitative variables take
Discrete (just a number) and continuous (an interval of numbers like time or weight)
What is a frequency table
A listing of possible values for a variable together with the number of observation for each value
What graphs are used to display categorical variables
Pie charts and bar graphs
Because they want to display proportion
What graphs are used to display quantitative data
Histogramms, but also dot and stem and leaf charts
Because they want to display shape
What forms can distributions take
Unimodal of the distribution has a single mole, bimodal if it has 2 moles
What does is a skewed distribution
A distribution with a stretch to one direction
What measures show the center of distribution
Mean (average) and median (middle value)