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a branch of mathematics dealing with the collection, analysis, interpretation, and presentation of masses of numerical data
statistics
involves methods of organizing, summarizing and presenting data
descriptive statistics
involves methods of using information from a sample to draw conclusions about the population
inferential statistics
refers to all the members of the subject of interest
population
result of a population
parameter
refers to selected the members of the subject of interest
sample
result of a sample
statistics
_______ are measured
variables
_______ are fixed
constants
in a ______ data presentation, results are presented in declarative form.
textual
in a ______ data presentation, results are tables, composed of rows and columns.
tabular
in a ______ data presentation, results are presented in diagrams.
graphical
________ are used for comparison of means, counts or percentages between two or more groups
bar graphs
______ are used to observe trends and gaps between categories per unit of time
line graphs
______ are used to describe parts of a whole
pie graphs
describes the relationship of two quantitative variables
scatterplots
presents statistical information with respect to geographical location
statistical maps
ratio and interval are
quantitative
nominal and ordinal are
qualitative
numerical variable with absolute zero
ratio
numerical variable with relative zero
interval
categorical variable with order
ordinal
categorical variable with no order
nominal
mean is also known as the
mathematical average
median and mode are also known as the
positional average
measures of central tendencies are known as
average
the sum of observations divided by the number of observations
arithmetic mean
the middle value of the ordered observations
median
the most frequent observation
mode
mean, median, and mode can be used for
interval/ratio
only median and mode can be used for
ordinal
only mode can be used for
nominal
Also known as “quantiles”
Measures of Other Positions
the difference between the lowest & highest observations
range
the difference between the Q1 and Q3
interquartile range
1st quartile
25%
3rd quartile
75%
in a boxplot, outliers are displayed as
dots
the average distance of each observation to the mean
mean absolute deviation
The total area under the curve
1
The interval μ±σ contains approximately ____ of the measurements.
68%
The interval μ±2σ contains approximately ____ of the measurements.
95%
The interval μ±3σ contains approximately ____ of the measurements.
99.7%
the number of standard deviations that X is away from the mean
z-score
To determine the equation of the best-fit line (least squares error)
simple linear regression
Equation of the best fit line
Y = a + bX
To determine the direction and magnitude of the linear relationship between two quantitative variables, X and Y.
correlation
.90 to 1.00 (positive or negative)
very high positive/negative correlation
.70 to .90 (positive or negative)
high positive/negative correlation
.50 to .70 (positive or negative)
moderate positive/negative correlation
.30 to .50 (positive or negative)
low positive/negative correlation
.00 to .30 (positive or negative)
negligible correlation
The act of dividing items between different groups according to some plan, especially to make proportionate distribution in a fair manner
apportionment
ratio of the total population to the total number of seats to be allocated
standard divisor (d)
ratio of a state’s population to the standard divisor
standard quota (q)
standard quota rounded down to the nearest whole number
lower quota
standard quota rounded up to the nearest whole number
upper quota
If the standard quota is an exact integer, then the lower quota equals the
standard quota
First apportionment method to be approved in the United States of America Congress, but was vetoed by President George Washington in 1792
Hamilton’s Method
Hamilton’s method was used to
apportion the US House of Representatives every ten years between 1852 and 1900
First used in US Congress in 1792 until 1840
Jefferson’s method
Increasing the number of seats may cause a party to lose a seat
Alabama Paradox
proposed using a modified divisor greater than the standard divisor, and he rounded his modified quotas quota up to the upper quota
john quincy adams
adams’ method tends to favor smaller states
true
Used by the US Congress in 1842 to 1852, 1911 and 1931
webster’s method
Currently being used to apportion the seats in the US House of Representatives since 1941
huntington-hill method
Never been used in the US Congress
lowndes’ method
Uses the harmonic mean (instead of the geometric mean that’s being used in the Hill- Huntington’s method)
dean’s method
Rounds off the standard quota using 0.4 as the cut-off (instead of the usual 0.5)
condorcet’s method
the action or process of indicating choice, opinion, or will on a question, such as the choosing of a candidate, by or as if by some recognized means, such as a ballot
voting
the goal of voting
consensus