Data management pt.3 Flashcards

1
Q

the center of the data set

A

Mean and Median

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2
Q

frequently occurring variable

A

Mode

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3
Q

not resistant to extreme values

A

Mean

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4
Q

graphical relationship of Mean, Median, and Mode

A

Skewness

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5
Q

mean will be close to the median

A

Symmetric

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6
Q

mean < median

A

negatively skewed

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7
Q

mean > median

A

positively skewed

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8
Q

consists of physical measurements, often follow a similar pattern
its shape is single-peaked, symmetric distribution that is bell shaped
defined by its mean and standard deviation
total area = 1

A

Normal Distribution

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9
Q

Empirical Rule

A

68-95-99.7

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10
Q

tells how many σ the observation is above (right) or below (left)of the mean
positive if observation is on the right
negative if observation is on the left

A

Z-Score

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11
Q

lets us calc the area under the curve that a z-score is associated with

A

Area under the Standard Normal Distribution Curve

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12
Q

describes an association between variables: when one variables changes, so does the other.

A

correlation

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13
Q

means that changes in one variables brings about the change in the other

A

causation

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14
Q

measures an outcome of a study (dependent variable)
vertical axis (graph)
we also denote is sometimes the y variable

A

response variable

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15
Q

explains or influences changes in a response variable (independent variable)
horizontal axis (graph)
denoted as the x variable most of the time

A

explanatory variable

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16
Q

Most useful graph to show the relationship between two quantitative variables

A

scatter diagram.

17
Q

is a correlation coefficient commonly used in linear regression.

A

Person’s correlation

18
Q

is a technique that summarizes and more importantly, quantifies the linear relationship between two variables.

A

Linear Regression

19
Q

line that “best” describes (or fits) the data which predicts the average for all individuals with a given value of the explanatory variable.

A

least-squares regression line