STATS Flashcards

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1
Q

Variable

A

A characteristic that varies between subjects or objects (e.g., age, gender, income).

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2
Q

Data

A

Plural term representing the collection of all observations of variables.

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3
Q

Dataset

A

A collection of data, typically organized for research or analysis.

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4
Q

Categorical (Qualitative

A

Described in words, e.g., car colors.

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5
Q

Numerical (Quantitative)

A

Can be counted or measured, e.g., income.

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6
Q

Discrete

A

Countable variables, like the number of customers.

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7
Q

Continuous

A

Uncountable variables, like time or weight.

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8
Q

Time Series

A

Data measured over time (e.g., stock prices over months).

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9
Q

Frequency

A

Refers to the count, percent, or frequency of data values.

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10
Q

Position

A

Frequency

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11
Q

Boxplots

A

are useful visual tools that depict the median, quartiles, and outliers of data.

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12
Q

Sampling

A

critical to ensure that inferences drawn from the sample reflect the entire population. Sampling methods fall into two categories:

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13
Q

Probability Sampling

A

preferred for accurate population estimation

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14
Q

Simple Random Sampling

A

Each member of the population has an equal chance of being selected.

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15
Q

Systematic Sampling

A

Selects every nth individual in a list.

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16
Q

Cluster Sampling:

A

The population is divided into clusters, and a random sample of clusters is selected.

17
Q

Stratified Sampling

A

The population is divided into strata, and samples are taken from each stratum.

18
Q

Non-Probability Sampling

A

often biased and not ideal for statistical inferences

19
Q

Convenience Sampling

A

Selecting individuals based on convenience.

20
Q

Volunteer Sampling

A

Individuals volunteer to participate.

21
Q

Snowball Sampling

A

Existing participants recruit future subjects.

22
Q

Questionnaire

A

A primary method for gathering data from samples. Care must be taken to ensure validity (accuracy) and reliability (consistency) of the data.

23
Q

Hypothesis Testing

A

Used to test claims or hypotheses about a population parameter based on sample data.

24
Q

Correlation Analysis

A

Measures the strength and direction of relationships between two variables.

25
Q

Regression Analysis

A

Determines how one variable influences another (e.g., predicting sales based on advertising spend).

26
Q

Classical Probability

A

lassical probability assumes that all outcomes of an event have an equal likelihood of occurring. This method is used when the total number of possible outcomes is known, and each outcome is equally likely.

27
Q

Empirical Probability

A

Empirical probability calculates the probability of an event based on actual data or experiments, rather than theoretical predictions. It is used when the total number of possible outcomes is unknown, and probabilities are determined by observation.

28
Q
A