2801 Unit 9: statistics Flashcards

1
Q

biostatistics

A

science of analyzing data and interpreting results
- used to solve problems in bio or health related fields

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2
Q

univariate analysis

A

describes ONE variable in a data set using simple statistics like
frequencies, proportions, and averages

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3
Q

bivariable analysis

A

examines the associations between TWO variables

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4
Q

multivariable analysis

A

examine the relationships among 3 or more variables

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5
Q

variable

A

a characteristic that can be assigned to more than one value
OR
Any quantity that varies from one entity to another

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6
Q

2 qualitative variables

A

nominal and ordinal

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7
Q

2 quantitative variables

A

discrete and continuous

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8
Q

nominal variable

A

no obvious numerical way to rank
ex. favourite sport activity, you cant rank blood types

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9
Q

ordinal variable

A

A variable with responses that span from first to last, from best to worst, from most favorable to least favorable, from always to never, or that are expressed using other types of ranked scales
ex. mild pain to severe pain (scale)

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10
Q

continuous variable

A

can take any value
plotted as a line
ex. Blood pressure, temperature

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11
Q

discrete variable

A

can take a finite limited number of values
plotted as dots
ex. age, #of drinks, you can own 2 dogs not 2.5

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12
Q

interval variable

A

value 0 doesn’t mean absence of characteristic
ex. 0 degrees Celsius does not mean no temperature, and 100 degrees is not double 50 degrees. ex2: pH = 0

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13
Q

ratio variable

A

can be plotted on a scale on which a value of 0 indicates the total absence of the characteristic
ex. heart rate, age, blood pressure

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14
Q

mean calculation

A

add values and divide by how many you have

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15
Q

median calculation

A

the middle value of all the numbers (if there is 2 middles then take the avg of those)

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16
Q

Mode calculation

A

response listed the most
ex. 2 7 8 9 2 3 1 6
2 is represented twice therefore 2 is the the mode

17
Q

range calculation

A

range is the difference between the minimum and maximum values in the data set

18
Q

quartiles

A

rank values from smallest to largest then draw 3 lines separating the numbers in 4 equal parts

19
Q

Interquartile Range (IQR)

A

the middle 50% of values for a numeric variable (from 25th QR to 75th QR)
25th = the 2 values on either side added then /2
50th = same thing
75th same thing

20
Q

outlier

A

value that is distinct from the other observations and outside the expected range of values

21
Q

variance

A

[(each value in the set - the mean) squared] + [(next value in set - mean) ^2] + [(next value - mean)^2] do this until all values in set are done. then divide that number by how many values you have

22
Q

standard deviation

A

square root of variance

23
Q

standard error

A

standard deviation / root of sample size (# of values given)

24
Q

confidence interval

A

the expected value of a measure in a source population based on the value of that measure in a study population
- expect a 5% discrepancy (where CI misses capturing the true value of a measurement)

25
Q

fabrication

A

CREATE fake data

26
Q

falsification

A

misrepresentation of results

27
Q

comparative statistics

A

Tests that compare the characteristics of two or more independent populations
OR
test compares the before and after of 1 population being followed forward in time

28
Q

null hypothesis

A

no significant difference

29
Q

inferential statistics

A

use statistics from a random sample of a population to make assumptions about the population as a whole

30
Q

steps in hypothesis testing

A
  1. take random sample
  2. set 2 competing hypotheses (null and alt)
  3. use sample statistics to decide western to accept or reject the null
  4. determine, if null is really true, what the observed statistics will be
31
Q

p-value

A

measure how strongly the sample data agrees with the null

32
Q

parametric test

A

assumes the variables being examined have particular distributions ???

33
Q

nonparametric test

A

does not make assumptions about the distributions of responses
- used for ranked variables and when distribution of a ratio/internal variable is not normal ???