Module 4 Flashcards

1
Q

o Set of data in its original form

A

Raw Data

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2
Q

o Arrangements of observations according to their magnitude, either increasing or decreasing

A

Array

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3
Q

o number of observations falling in the class

A

Class Frequency

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4
Q

o numbers defining a class

A

Class interval

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5
Q

o end numbers of the class

A

Class limits

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6
Q
  • halfway between the lower-class limit of the class
    and the upper-class limit of the preceding class.
A

Lower class boundaries (LCB)

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7
Q

halfway between the upper-class limit of the class and the lower-class limit of the next class.

A

Upper class boundaries (UCB)

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8
Q

o Computed by using the respective class limits instead of class boundaries

A

Class size

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9
Q

o A class that has no lower-limit or upper-limit

A

Open-end class

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10
Q

 Can be used as a first approximation to compute number of classes.

A

Sturge’s Formula

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11
Q

o Number of times a value of the data occurs in the set of all outcomes to the total number of outcomes

A

Relative Frequency Distribution

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12
Q

o Number of times a value of the data occurs in the set of all outcomes to the total number of outcomes times 100

A

Relative Frequency Percentage

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13
Q

o Shows the accumulated frequencies of successive classes, beginning at either end of the distribution

A

Cumulative Frequency Distribution

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14
Q

 Shows the number of observations greater than the Lower-Class boundary (LCB)

A

Greater than CFD

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15
Q

 Shows the number of observations less than the Upper-Class boundary
(UCB)

A

Less than CFD

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16
Q

 A bar graph that displays the classes on the horizontal axis and the frequencies of the classes on the vertical axis

A

Frequency Distribution Histogram

17
Q

 A line chart that is constructed by plotting the frequencies at the class marks and
connecting the plotted points by means of straight lines; the polygon is closed by considering an additional class at each end and the ends of the lines are brought down
to the horizontal axis at the midpoints of the additional classes.

A

Frequency Polygon

18
Q

 Alternative method for describing a set of data
 Presents a histogram-like picture of the data, while allowing the experimenter to retain the actual observed values of each data point
 Partly tabular and partly graphical in nature

A

Stem-and-Leaf Plot