Intro to Biostatistics and Descriptive Statistics Flashcards

1
Q

Biostatistics

A

Biology and Statistics
The statistics of medicine, health sciences, and public health

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2
Q

Components of Biostatistics

A

Descriptive statistics, probability, estimate population parameters, and hypothesis testing

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3
Q

Accessible Population

A

The actual population of subjects available to be chosen for a study (a subset of the target population)

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3
Q

Target Population

A

The larger population to which results of a study will be generalized

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3
Q

Sample

A

A subgroup of the population of interest (accessible population) which allows the results of research to be “generalized” to the population

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3
Q

Population

A

The entire set of people in the group of interest. Statistical characteristic is a parameter

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3
Q

Descriptive Statistics

A

Used to describe a sample shape, central tendency, and variability

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3
Q

Inferential Statistics

A

Used to make inferences about a population

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3
Q

Descriptive Statistics are used to characterize…

A

Shape, Central tendency, and variability

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4
Q

Central Tendency

A

The “central” value
The BEST representative value of the target population value
“The statistical measure that identifies a single value as representative of an entire distribution”

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5
Q

Variability

A

The spread of the data

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6
Q

Frequency

A

The number of times a value appears in a data set

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7
Q

Frequency Distribution

A

The pattern of frequencies of a variable
Can be summarized in a table (screen for outliers)

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8
Q

Mean

A

Average
Best choice for numeric, symmetrically distributed data
Not good for skewed data because it is affected by extreme scores

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9
Q

Median

A

The score at which 50% of the scores are above and below
Divides scores in two equal halves
Best for non-symmetrical data
Not effected by extreme scores

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10
Q

Mode

A

The score that occurs most frequently
Limited utility; nominal or ordinal data
Common in surveys

11
Q

Advantages of Mean

A

Easy to calculate and interpret
Don’t need to arrange values in order
Not prone to bias
All values are represented
All algebraic formulas are possible

12
Q

Disadvantages of Mean

A

Can’t be used with categorical data
Can’t be calculated if data are missing
Affected by extreme values

13
Q

Median Advantages

A

Easy to calculate
Not affected by extreme value
Can be used with “ranked” data

14
Q

Median Disadvantages

A

Tedious in a large data set
Problematic with even number of observations
Doesn’t account for all values

15
Q

Mode Advantages

A

Easy to understand and calculate
NOT affected by extreme values
Easy to identify in a data set and in a frequency distribution
The mode is useful for categorical data

16
Q

Mode Disadvantages

A

Not defined when there are no repeats in a data set
Not based on all values
Unstable when the data consists of a small number of values
Sometimes the data have 2+ modes, or no mode at all

17
Q

Distribution Skewed to the Right

A

The “tail” faces right; not where the bulk of the curve lies
AKA “positive skew”
Mean > Median/Mode

18
Q

Distribution Skewed to the Left

A

The “tail” faces left
AKA “negative skew”
Mean < median/mode

19
Q

Range

A

Difference between highest and lowest score

20
Q

Percentiles

A

A score’s position within the distribution (divides distribution into 100 parts)

21
Q

Quartiles

A

Divides distribution into 4 equal parts

22
Q

Box Plots

A

Graphical distribution using median, range, and IQR
Displays a five-number summary of a data set
Box = interquartile range
Horizontal line at median
“Whiskers” = minimum and maximum scores

23
Q

Standard Deviation

A

Most common measure of validity in clinical literature
Reported in same units as raw scores
Mean +/- SD or Mean (SD)

24
Q

Variance

A

Measure of validity is square of the standard deviation
Hard to understand variability in ROM scores when unit is degrees-squared

25
Q

Coefficient of Variation

A

Used for interval and ratio data only
Ration of SD to mean, expressed as percentage
Quantifies the precision of a technique
Unit-less, so is helpful comparing variability between two distributions on different scales

26
Q

Normal Distribution

A

Also known as a bell-shaped distribution or Gaussian Distribution
Symmetric around the mean
Constant and predictable characteristics
68% of the scores within +/- 1 SD of the mean
95% of the scores within +/- 2 SD of the mean
99% of the scores within +/- 3 SD of the mean

27
Q

Z-Scores

A

A standardized score based on the normal distribution
A score of 2 is interpreted as 2 standard deviations from the mean
Allows for the interpretation of a score in relation to the sample mean and variance

28
Q
A