Physics Ch 12. Data and Statistical Reasoning Flashcards

1
Q

Measures of central tendency

A

Provide a single value representation for the middle of a group of data

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2
Q

Arithmetic mean

A

aka average, measure of central tendency that equally weighs all values, it is affected by outliers

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3
Q

Median

A

The value that lives in the middle of the data set, 50% of the data points are above and below the median

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4
Q

Mode

A

Data point that appears most often, there may be multiple or zero modes in the data set

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5
Q

Normal distribution

A

Symmetrical, the mean, median, and mode are all the same in the normal distribution

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6
Q

Standard distribution

A

A normal distribution with a mean of zero and a standard deviation of one, it is used for most calculations, 68% of data points occur within one SD, 95% within 2, and 99% within 3

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7
Q

Skewed distributions

A

Have differences in their mean, median, and mode, the skew direction is the direction of the tale of the distribution

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8
Q

Bimodal distributions

A

Have multiple peaks, although not necessarily multiple modes, it may be useful to performed out analysis on the two groups separately

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9
Q

Range

A

Difference between the largest and smallest value in the data set

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10
Q

Interquartile range

A

The difference between the value of the third quartile and first quartile, interquartile range can be used to determine outliers

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11
Q

Standard deviation

A

A measurement of variability about the mean, standard deviation can also be used to determine outliers

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12
Q

Outliers

A

May be a result of a true population variability, measurement error, or non-normal distribution, procedures for handling outliers should be formulated before the beginning of a study

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13
Q

Independent events

A

The probability of independent events does not change based on the outcomes of other events

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14
Q

Dependent event

A

Probability of a dependent event changes depending on the outcomes of other events

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15
Q

Mutually exclusive outcomes

A

Cannot occur simultaneously

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16
Q

Exhaustive

A

When a set of outcomes is exhaustive, there are no other possible outcomes

17
Q

Hypothesis tests

A

Use a known distribution to determine whether a null hypothesis can be rejected

18
Q

Null hypothesis

A

Hypothesis of no difference

19
Q

p-value

A

Used to determine whether or not a finding is statistically significant, commonly 0.05 is used as the comparative significance level

20
Q

Significance level

A

Commonly 0.05

21
Q

Confidence interval

A

Range of values about a sample mean that are used to estimate the population mean, a wider interval is associated with a higher confidence level (95% is common)

22
Q

Graphs that compare categorical data

A

Pie charts and bar charts

23
Q

Graphs that compare numerical data

A

Histograms and box plots

24
Q

Maps

A

Used to compare up to two demographic indicators

25
Q

Correlation and causation

A

Separate concepts that are linked by Hills criteria

26
Q

Statistical and practical significance

A

Distinct