RANDOM VARIABLES AND PROBABILITY DISTRIBUTION Flashcards

1
Q

is any information, characteristics, number or quantity that describes a person, place, thing or idea that can be counted.

A

Variable

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2
Q

Variables can either be..

A

Qualitative or quantitative

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3
Q

Quantitative variables can be..

A

Discrete or continuous

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4
Q

the value is dependent to the outcome of a well-defined random event or experiment (such as throwing a pair of dice).

A

Random Variable

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5
Q

represents the number of distinct values that can be counted in an event.

A

Discrete Variable

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6
Q

What kind of quantitative variable is the following?

Number of students in a class, Number of chairs inside the room, No. of patients in the hospital.

A

Discrete Variable

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7
Q

a quantitative variable that can assume an infinitely many, uncountable no. of real number values.

A

Continuous Variable

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8
Q

What type of quanti variable are the following?
** The speed of a car, The amount of sugar in a cup of tea.
Sample space- is the set of all possible outcomes in an experiment.**

A

Continuous

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9
Q

are values that are obtained from functions that
assign a real number to each point of a sample space.

A

Possible Values of a Random Variable

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10
Q

is a function P(X) that shows the relative probability
that each outcome of an experiment will happen.

A

Probability Distribution Function

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11
Q

is a probability distribution function of a discrete random
variable. It assigns a probability value to each sample point.

A

Probability Mass Function

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12
Q

is a table of values that shows the probability of any of
the outcomes of an experiment

A

Discrete Probability Distribution

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13
Q

is the equivalent value of a raw score expressed in terms of the mean (μ) and standard deviation (σ) of the distribution. It measures the distance of an particular raw score (x) from the mean in standard deviation units.

A

Standard core - z score

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14
Q

is a measure used in statistics indicating the value below which a give percentage of observations in a group of observations fall.

A

Percentile

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15
Q

a give percentage of observations in a group of observations fall.
z-score- is an essential component in standard normal distribution.

A

Percentile

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16
Q

2 types of random variables

A

Discrete and Continuous

17
Q

refers to the entire group that is under study or investigation.

A

Population

18
Q

a subset taken form a population, either by random or nonrandom sampling techniques.

A

Sample

19
Q

the process of selecting a few (a sample) from a bigger group (the sampling population) to become the basis for estimating or predicting a fact, situation, or outcome regarding the bigger group.

A

Sampling

20
Q

2 Types of Sampling Tehcniques

A

Probabilistic and non-probabilistic

21
Q

depends on chance and likelihood. This implies that all members of the population have equal chances of being chosen to be part of the sample.

A

Probabilistic

22
Q

4 types of probabilistic sampling technique

A

random, stratified-random, systematic, and cluster

23
Q

defined as a sampling technique in which the researcher selects samples based on the subjective judgment of the researcher rather than random selection.

A

Non probabilistic

24
Q

5 types of non-probabilistic sampling

A

convenience, consecutive, quota, judgmental, and snowball sampling.

25
Q

subjects are selected by random or lottery. Each member of the population has an equally likely chance of being selected.

A

Random sample

26
Q

subjects are selected by random numbers or using the nth number after the first subject is randomly selected from 1 to n.

A

Systematic Sample

27
Q

the population is divided into subgroups, so that each population member is in only one subgroup. Here, individuals are chosen randomly from each subgroup.

A

Stratified - Random Cycle

28
Q

subjects are selected by using intact groups (cluster) such as a neighborhood or a household that is representative of the population. This is used for large school districts or large geographical areas.

A

Cluster Sample

29
Q

researchers look for a specific characteristic in their respondents, and then take a tailored sample that is in proportion to a population of interest.

A

Quota Sampling

30
Q

also called purposive sampling or authoritative sampling is a technique in which the sample members are chosen only on the basis of the researcher’s knowledge and judgment.

A

Judgement Sampling

31
Q

referral sampling is a technique in which the samples have traits that are rare to find. This is a sampling technique, in which existing subjects provide referrals to recruit samples required for a research study.

A

snowBall sampling or change

32
Q

is a number which describes a sample. It can be directly computed and observed. An example of a statistic is the sample mean, which serve as an estimator for the population mean.

A

Statistic

33
Q

is a descriptive measure of a population. While a statistic can be directly computed and observed, the value of a parameter can be approximated and is not necessarily equal to the statistic of a sample.

A

Parameter

34
Q

is the probability when all possible samples of size n are repeatedly drawn from a population.

A

Sampling distribution