Module 3.1 and 3.2 Flashcards

1
Q

is the process of gathering and measuring information about variables on study established systematic procedure, which then enable to answer relevant questions at hand and evaluate outcomes.

A

data collection

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2
Q

refers to a set of people, objects, measurements, or events that belong to a defined group.

A

population

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3
Q

is defined as a subset of a population. A sample is any subset of elements drawn by some appropriate method from a defined population. The sample is a small but representative cross-section of the population.

A

sample

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4
Q

is descriptive and conceptual. It can be categorized based on traits and characteristics.

A

qualitative data

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5
Q

are those obtained through counting. It can only assume a countable or finite number of values. It cannot take the form of decimals.

A

discrete

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6
Q

are the result of a measurement.
It can assume infinitely many and continuous values.

A

continuous variable

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7
Q

It is sometimes referred to as classificatory scale. This scale is used for classifying and labeling variables without quantitative value.

A

nominal

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8
Q

It possesses the characteristics of the nominal scale, where it classifies data, however, the classification has ranks. Data is shown in order of magnitude.

A

ordinal

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9
Q

lists categories of scores
along with their corresponding frequencies. The frequency for a category or class is the number of original scores that fall into that class.

A

frequency table

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10
Q

consists of columns that can generate various graphs or charts. It is a prerequisite for
creating graphs and charts used in statistics.

A

extended frequency table

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11
Q

It is a graph in which the classes are marked on the horizontal axis (x-axis) and the class frequencies on the vertical axis (y-axis).

A

histogram

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12
Q

It is a graph that displays the data using points that are connected by lines.

A

frequency polygon

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13
Q

is a graph that displays the cumulative frequencies for the classes in a frequency distribution. The graph is typical “upward” in trend. It also shows values below a certain boundary.

A

cumulative frequency polygon

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