BIOSTAT Flashcards

1
Q

Sometimes called as measures of position. A measure can tell us whether a value is about the average, or whether it’s unusually high or low.

A

POINT MEASURES

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2
Q

are three values that split sorted data into four parts, each with an equal number of observations.

A

Quartiles

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3
Q

Is Q1 a lower quartile, median, or upper quartile?

A

lower quartile

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4
Q

Is Q2 a lower quartile, median, or upper quartile?

A

Median

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5
Q

Is Q3 a lower quartile, median, or upper quartile?

A

upper quartile

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6
Q

split the data into ten parts: The 10th, 20th, 30th, 40th, 50th, 60th, 70th, 80th, 90th and 100th percentiles.

A

Decile

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7
Q

defined as the difference between the third and the first
quartile in the set of data. In symbol: IQR = Q3 - Q1

A

Interquartile Range

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8
Q

are unusual values that fall outside of an expected range of values.

A

Outliers

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9
Q

is a number where a certain percentage of scores fall below that number.

A

Percentiles

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10
Q

is an overview of your data. The statistics in the summary are the smallest value (minimum), the largest (maximum), the middle (median) and the first and third quartiles.

A

Five number summary

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11
Q

shows the spread and center of data. It is a graphical representation of the five number summary.

A

Box and Whiskers Plot

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12
Q

are a way to compare results from a test to a
“normal” population. The z-scores indicates how many standards a score is from the
mean.

A

Standard scores

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13
Q

-The simplest and easiest measure of variability.
- The difference between the lowest value and the highest value in set of data.
- For group data, range is the difference between upper limit of the highest-class interval and the lower limit of the lowest class interval.
- Most unreliable because its magnitude depends only on the extreme

A

Range

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14
Q

Three kinds of Range

A

Absolute Range, Total Tange, & Kelly Range

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15
Q

getting the difference between highest and lowest score.

A

Absolute Range

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16
Q

is the difference by subtracting lowest score from the highest score + 1.

A

Total Range

17
Q

subtracting the 10th percentile from the 90th percentile.

A

Kelly Range

18
Q

obtained by taking half the difference of the third and the first quartile.

A

Semi-interquartile range or Quartile Deviation

19
Q

Defined as the average deviation of all observation from the mean. We can compute how far observations deviate from the mean by subtracting the mean from the values of each observation.

A

Mean Deviation

20
Q

Is the mean of the squared deviation of the observations for their arithmetic mean.

A

Variance (s^2)

21
Q

The most widely used measure of variations. It is the square root of the variance.

A

Standard Deviation

22
Q

the ratio of standard deviation and the mean, which is express in percent.

A

Coefficient of Variations