Stats Flashcards

1
Q

TYPES OF FREQUENCY
DISTRIBUTION

A

Less than
Cumulative
Frequency

Greater than
Cumulative
Frequency

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2
Q

is a
tabular arrangement of data by
categories and their corresponding
frequencies.

A

Frequency Distribution Table (FDT)

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3
Q

DATA PRESENTATION

A
  1. textual form,
  2. tabular form
  3. graphical form
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4
Q

the data are incorporated in the
text of the report.

A

Textual form

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5
Q

the data are presented in rows and
columns.

A

Tabular form

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6
Q

utilized for an “easy to digest”
information. This comes in graphs and diagrams.

A

Graphics form

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7
Q

utilized for an “easy to digest”
information. This comes in graphs and diagrams.

A

Graphics form

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8
Q

are data collected in an investigation and they are
not organized systematically.

A

Raw data

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9
Q

are presented in the form of a
frequency distribution are called -________________.

A

Raw data, grouped data

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10
Q

Two methods of organizing the raw data –

A

array and
stem-and-leaf diagram.

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11
Q

An ordering of the observations from smallest to
the largest or vice versa is an _____________ (low and high
values can be easily perceived).

A

array

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12
Q

display gives a good overall
impression of the data.

A

stem-and-leaf

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13
Q

Another way of presenting raw data is the
__________

A

frequency table.

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14
Q

When the data are arranged in tabular form by
the frequencies, the table is called ___________________

A

frequency
table.

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15
Q

When the data are arranged in tabular form by
the frequencies, the table is called frequency
table. The arrangement itself is called a
_______________________

A

frequency distribution.

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16
Q

show the percent of the total
number of observation in each class.

A

relative class frequencies

17
Q

The relative frequencies
must be ____________

A

1.

18
Q

To convert a relative frequency distribution to a ____________________, the decimal point of the relative frequencies
will be moved two places to the right and affix the percent
sign.

A

percentage
distribution

19
Q

FREQUENCY

A

CF

20
Q

CF

A

XM

21
Q

XM

A

Xm (F)

22
Q

Xm (F)

A

Mean X

23
Q

Mean X

A

Xm - X <—– Mean

24
Q

Xm - X (Mean)

A

((Xm - X (Mean))^2

25
Q

((Xm - X (Mean))^2

A

((Xm - X (Mean))^2 x f