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AP Stat Unit 1

TermDefinition
relative frequency percentage or decimal that uses the counts (ex. 15/30 = 50%)
quantitative takes on a numerical value, can calculate a meaningful average
categorical labels, categories, can't calculate a meaningful average
ways to display categorical data pie chart, bar graph, mosaic plot
frequency just uses the counts/the number collected from research
marginal relative frequency total from a row/total participants
joint relative frequency total from one box/total participants
conditional relative frequency when question says "given", total from one box/total from a row
misleading graphs have pictures or the y-axis doesn't start at 0
mosaic plot bars have different widths based on how many people from each group were surveyed (ex. group 1 = 50 people, group 2 = 100 people, the bar for group 2 would be wider)
writing about association 1. yes or no 2. give context with variables/question info 3. use number evidence
CSOCS describes distribution, context, shape, outliers, center, spread; use -ly words like roughly
context use variables/info from the question
shape right skewed, left skewed, symmetric, unimodal, bimodal
outliers greatly affect mean, # < Q1-1.5(IQR), # > Q3+1.5(IQR)
center mean (symmetric with no outliers) or median (skewed with outliers)
spread range, standard deviation (symmetric), interquartile range (skewed)
discrete data no decimals, countable whole numbers
continuous data infinite values, can have decimals, measurements
ways to display quantitative data dot plot, stem plot, histogram, box plot
if a graph is symmetric... the mean and median are almost the same
boxplots outlier isn't connected, box starts at Q1 and ends at Q3, median is a line inside the box, min and max are points and connected with lines to the box, box contains 50% of the data
comparing boxplots use CSOCS and comparative language (higher/lower) with evidence (numbers on graph)
Q1 median of the first half of data (data before the median of the data set)
Q3 median of the second half of data (data after the median of the data set)
IQR Q3-Q1, skewed graph
5 number summary minimum, Q1, median, Q3, maximum
standard deviation the average distance points are from the mean, symmetric graph
interpret the standard deviation the (context/variables) typically vary from (mean) by (standard deviation)
left skewed mean < median
right skewed mean > median
Created by: ts2819
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