Chapter 8 Flashcards

1
Q

measurement of a single characteristic can vary.

A

variable

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2
Q

can result in many factors including genes, nutrition, environmental exposures, age, sex, and race.

A

biological differences

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3
Q

often account for the variations observed in medical data and include factors such as time of the day, ambient temperature or noise, and the presence of fatigue.

Ex Blood pressure is higher with anxiety or following exercise and lower after sleep.

A

different conditions of measurement

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4
Q

can produce different results.

Ex. A blood pressure measurement derived from the use of an intraarterial catheter may differ from a measurement derived from the use of an arm cuff.

A

different techniques of measurement

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5
Q

can also cause variation

Ex. Two different blood pressure cuffs of the same size may give different measurements.

A

measurement errors

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6
Q

types of variation can distort data systematically in one direction

Ex. Measuring and weighing patients while wearing shoes

A

systematic error

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7
Q

Inevitable inaccuracies in obtaining measurement.

A

random error

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8
Q

continuous measurement scale

A

quantitative characteristics

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9
Q

described by its features, generally in words

A

qualitative characteristics

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10
Q

Naming or categoric variables that are not based on measurement scales or rank order

A

nominal variables

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11
Q

Variables with only two levels

A

Dichotomous (binary) Variables

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12
Q

Data can be characterized in terms of the three or more qualitative values that have clearly implied direction from better to worse.

A

ordinal (ranked) variables

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13
Q

Data that is measured in continuous (dimensional) measurement scales.

A

Continuous (dimensional) variables

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14
Q

If a continuous scale has a true 0 point, the variables derived from it, it is where zero has a value

A

ratio variables

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15
Q

variables created by the ratio, and can be analyzed using the statistical method

A

risks and proportions as variables

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16
Q

Can be shown by creating a table that lists the values according to the frequency with which the value occurs.

A

frequency distribution

17
Q

Distance between highest and lowest

A

range

18
Q

obtained from actual data or sample

A

real distribution

19
Q

calculated using assumptions about the population from which the sample are obtained

A

theoretical distribution

20
Q

Bell-shaped curve are often used to represent the expected or theoretical distribution of the observations

A

normal distribution or gaussian distribution

21
Q

look for the tendency of observation

A

measures of central tendency

22
Q

Frequency distribution typically has a mode at more than one value

A

mode

23
Q

It is middle observation when data has been arranged from lowest to highest

A

median

24
Q

It is the average value or the sum of all the observed values

A

mean

25
Q

seldom but helps define the concept of dispersion

A

mean of absolute deviation

26
Q

The fundamental measure of dispersion in statistics that are based on the normal distribution

A

variance

27
Q

Used to describe the amount of spread in the frequency distribution, it is the average deviation of the mean

A

standard deviation

28
Q

Horizontal stretching of a frequency distribution to one side or the other, so that one tail of observation is longer and has more observations than the other tail

A

skewness

28
Q

Horizontal stretching of a frequency distribution to one side or the other, so that one tail of observation is longer and has more observations than the other tail

A

skewness

29
Q

characterized by a vertical stretching or flattening of the frequency distribution

A

kurtosis

30
Q

When the data are observed, everything looks normal below the mean; a value exceeding

A

extreme values or outliers