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31 Cards in this Set

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categorical data defintion

data with labels as values (non-numerical)

ex: male/female, color, dog breed, class subject, etc

quantitative data defintion

data that is of a measurable quantity

ex: population, grams, seconds, height, etc.

ogive graph

cumulative frequency distribution graph

symmetric graph

has peaks and dips that are centered

skewed right

a graph where the mean is greater than the median


skewed left

a graph where the mean is less than the median

measures of center

mean, median, mode

measures of spread

q1, q3, IQR, range, standard deviation

measures of shape

unimodal, bimodal, multimodal, skewed, uniform, bell-shaped

mean

the average: (x + y) / n

median

the middle value in an ordered data list

interquartile range

IQR = q3 − q1

outlier

lower: q1 − 1.5 (IQR)




higher: q3 + 1.5 (IQR)

resistant

relatively unaffected by outliers

empirical rule

68 - 95 - 99.7 rule


standard normal distribution z-score

z-score = (x − µ) / δ

denotes how many standard deviations away from the mean

rules of means and variances

y = bx +a




δ²y = b² x²

only the mean is affected by addition/subtraction




variance = δ²

correlation of determination

gives proportion of how much variation can be determined by the model

r² value

correlation coefficient

measures strength of association (from -1 to 0 to 1)

r value

residual

residual = observed − predicted




y − λ

description of scatter plot

form, direction, strength

correlation

a linear relationship between two variables (only linear relationship)

association = two variable relationship

ways to determine appropriateness

look at the scatterplot of x vs. y




look at the plot of residual y vs. x, looking for a pattern or random distribution of points

whether or not the relationship should be used

ways to determine goodness of fit

look at the correlation coefficient




look at the coefficient of determination

how accurately it fits the model numerically

what relationship needs to be linear for an exponential relationship

log (y) vs. x

log (y) = a + bx

what relationship needs to be linear for a power relationship

log (y) vs. log (x)

log (y) - a + b*log (x)

what relationship needs to be linear for a quadratic relationship

√(y) vs. x

marginal frequencies

total frequencies for each row or column in a two way table


marginal distributions

marginal frequencies / table total

the bigger version of conditional relative frequencies

conditional relative frequencies

individual cell count / row or column total

the smaller version of marginal distributions

notation for conditional distributions

P (A|B) = x

given A and B as categories in a two way table