Lesoon 1, 2 : Introduction To Statistics Flashcards

1
Q

is a branch of mathematics that deals with the collection, organization, presentation, and characterization of information to assist in data analysis and in decision making process.

A

Statistics

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2
Q

The word statistics was taken from the Italian word that means

A

State

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3
Q

refers to the data gathering.

This involves acquiring of information through field questionnaires, interviews, experimentations, objective observations, tests or examinations and other forms of data generation.

A

Collection

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4
Q

is simply organizing or summarizing the given information. This can be in narrative, tabular or in graphical form.

A

Presentation

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5
Q

refers to the use of appropriate statistical methods to the given data set.

This will be the basis of obtaining necessary findings or definite information about the data.

A

Analysis

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6
Q

is the process of making conclusions based on the analyzed data set.

A

Interpretation

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7
Q

concerned in collecting data related to a topic of interest, presenting, summarizing and characterizing the set of data by means of numerical descriptors.

A

DESCRIPTIVE STATISTICS

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8
Q

concerned in analyzing and interpreting the values that resulted from the descriptive techniques and then using them to make decisions.

A

INFERENTIAL STATISTICS

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9
Q

It consist of the totality of the observations with which we are concerned.

It is the collection, or set of individuals, objects or measurements whose characteristics are to be analyzed.

It is considered fully defined.

It is considered fully defined when its list of elements is specified.

A

Population

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10
Q

It is a subset of a given population.

It consists of the individuals, objects or measurements selected by the sample collector from the population.

A

Sample

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11
Q

A characteristic of interest about each element of the population or sample.

A

Response Variable (or simply variable)

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12
Q

A numerical measurement describing a characteristic of a population.

A

Parameter

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13
Q

Various names for parameters are represented by Greek letters, such as the Greek letter (_____) which denotes the population mean

A

mu

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14
Q

A planned activity whose results yield a set of data.

A

Experiment

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15
Q

These refer to the value of the response variable associated with the element of a population or sample.

These may also refer to the set of values collected belonging to the sample.

A

Data

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16
Q

are those that can only assume values that manifest the concept of attributes.

No computations can be done in this kind of data since they cannot be added, subtracted, multiplied or divided. Common examples of these kinds of data are gender, marital status and nationality.

A

Qualitative data

17
Q

are those that are numerical in nature.

Data obtained by counting or measuring are good examples of quantitative data. Furthermore, basic mathematical operations such as addition, subtraction, multiplication and division can be used in this kind of data. Particular examples are test scores, height and weight.

A

Quantitative data

18
Q

are variables can take on a finite number of distinct values. Examples are

A

Discrete Random Variables

19
Q

are random variables that take an interminably uncountable number of potential values, regularly measurable amounts.

A

Continuous Random Variables

20
Q

Examples of discrete random variables

A

number of heads acquired while flipping a coin three times,

the number of kin an individual has,

the number of students present in a study hall at a given time, and so forth.

21
Q

Example of continuous random variables

A

the height or weight of an individual,

the time an individual takes for an individual to wash,

time,

temperature,

item thickness,

length,

age, etc.

22
Q

A variable whose values depend on the outcomes of an experiment

Denoted with a capital letter

It can be discrete or continuous

A

Random Variable

23
Q

variables that are resulted from an experiment by chance

A

Random Variables