Data Presentation Flashcards

1
Q

T/F

When data have been collected, they are of little use until they have been organized and represented in a form that helps us understand the information contained

A

T

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2
Q

Data that are not yet manipulated or treated in any way beyond their original collection

A

RAW DATA

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3
Q

not arranged or organized in any meaningful manner

A

RAW DATA

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4
Q

Presentation of data

A

Textural
Tabular
Graphical

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5
Q

Data are presented in paragraph form. It involves enumeration of important characteristics, giving emphasis on significant figures and identifying the
important features of the data

A

Textual

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6
Q

The data are presented in tables to show the relation
between the column and row quantities

A

Tabular

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7
Q

It is a table which shows the data arranged into different
classes and the number of cases which fall into each class is tallied.

A

Frequency Distribution Table

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8
Q

Used for data that can be placed in specific categories, such as nominal or ordinal level data.

A

Categorical Frequency Distribution Table

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9
Q

Example of Categorical Frequency Distribution Table

A

data such as political affiliation, religious affiliation or major field of study.

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10
Q

In grouped frequency distribution, when the range of data is large, the data must be grouped into classes that are more than ___________ in width.

A

one unit

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11
Q

Rules in constructing a grouped FDT
1. There should be between_______________.
2. It is preferable but not absolutely necessary that the class width be an ________ number.
3. The classes must be mutually__________.
4. The classes must be ________.
5. The classes must be ___________.
6. The classes must be______ in width.

One exception occurs when a distribution has a class that is _____________

A
  1. 5 and 20 classes
  2. odd
  3. exclusive
  4. continuous
  5. exhaustive
  6. equal

open-ended

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12
Q

Sturge’s Formula

A

k= 1 + 3.322 x log(n)

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13
Q

formula for class size

A

c=R/k

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14
Q

refers to the frequency of the class as a fraction of the total
number of observations in the data set

A

Relative frequency

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15
Q

refers to the total number of observations greater/less than or equal to the LL of the class

A

cumulative frequency

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16
Q

total number of observations greater than or equal to the LL of the class

A

> CF

17
Q

the total number of
observations less than or equal to the UL of the class

A

<CF

18
Q

refers to the fraction of the total number of observations
greater/less than or equal to the LL of the class

A

Relative cumulative frequency

19
Q

Data are presented in visual form. It is a picture that displays numerical information.

A

Graphical

20
Q

Three most commonly used graphs in research

A

Histogram
Frequency polygon
Cumulative frequency graph or ogive

21
Q

Graph that displays the data by using contiguous vertical
bars (unless the frequency of a class is 0) of various heights
to represent the frequencies of the class

A

Histogram

22
Q

In histogram there is (1) _________ between bars. This is appropriate to use for (2) __________ variables.

Base: (3) ______
Height: (4) ________

A
  1. no gap
  2. continuous
  3. TCB
  4. Frequency
23
Q

Graph that displays the data by using lines that connect points plotted for the frequencies at the midpoints of the classes. The frequencies are represented by the heights of the points

A

Frequency polygon

24
Q

In frequency polygon additional X are added on both ends in order to (1) _________ the polygon. This is appropriate to use for (2) __________ variables.

Base: (3) ______
Height: (4) ________

A
  1. close
  2. continuous
  3. class mark
  4. Frequency
25
Q

A Cumulative frequency graph that represents the cumulative frequencies for the classes in frequency distribution

A

OGIVE

26
Q

In <Ogive, there is additional (1) _________ with <cf equal to 0.
Base: (2) ______
Height: (3) ________

A
  1. upper cb
  2. upper class boundary
  3. <cf
27
Q

In >Ogive, there is additional (1) _________ with >cf equal to 0.
Base: (2) ______
Height: (3) ________

A
  1. LOWER cb
  2. lower class boundary
  3. > cf
28
Q

Stem-and-Leaf Plot is also called as

A

stemplot

29
Q

Hybrid of table and graph. Shows actual data values as well as the distribution of the
data. Appropriate only for small data set with positive values with atleast two digits

A

Stemplot