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________- offers the advantage of being able to handle scenarios where outcomes have different theoretical probability of occurring.

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1

________- offers the advantage of being able to handle scenarios where outcomes have different theoretical probability of occurring.

Relative frequency

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2

________- is a branch of mathematics focusing on the analysis of random phenomena.

Probability theory

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3

________- using mathematical techniques to analyze data, such as calculating mean, standard deviations and correlations.

Statistical Analysis

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4

________- is the square root of the variance.

Standard Deviation

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5

________- is the science of disease distribution.

Epidemiology

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6

________- is the most frequently occurring value in a data set.

Mode

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7

________- is the square root of the variance.

Standard deviation

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8

________- refer to a set of statistical and mathematical techniques use to measure, quantify, analyze and interpret data in order to draw conclusions and make predictions.

Quantitative Methods

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9

________ squared test- is a technique used to test the independence of two categorical variables.

Chi

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10

________- is the most frequently occurring value in a data set.

Mode

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11

Provide a systematic and ________ to gathering, analyzing, and interpreting data.

objective approach

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12

________ requires careful planning and design.

Effective visualization

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13

Are used to test hypothesis, make predictions, and ________ about the population based on the sample data.

draw conclusions

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14

________- involve observing and recording data on a particular phenomenon without manipulating any variables.

Observational studies

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15

________- its how spread out the data is from the mean.

Variance

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16

________- is the difference between the largest and smallest values in a data set.

Range

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17

________- are used to draw conclusion or make prediction about a population based on a sample of data.

Inferential statistics

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18

________- is a technique used to model the relationship between two /more variables.

Regression Analysis

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19

________- is a way to summarize categorical data.

Frequency distribution

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20

________- This involve asking a set of standardized questions to a sample of individuals in order to collect data on their attitudes, beliefs, or behaviors.

Surveys

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21

________- where owners can not always turn to their hunches and instincts to run a successful company.

Small business

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22

Analyzing Data- it needs to be analyzed using ________ to identify patterns and relationships between variables.

statistical methods

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23

Defining the ________- to clearly define the ________ or problem that want to investigate.

Research question

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24

Provide a snapshot of the data and for identifying ________ or trend.

patterns

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25

________- no formal calculations, its based on ones beliefs, judgement and personal reasoning.

Subjective probability

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26

________- who are often employed in the ________ industry make primary use of probability, statistics and other data science tools to calculate the probability of uncertain future events occurring over a period of time.

Insurance

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27

________- is the process of using data, statistical and quantitative methods, and computational techniques to uncover insights and make informed decisions.

Analytics

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28

________ are useful for categorical data (such as frequency distributions /contingency ________)

Table

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29

________- providing recommendations or suggestions for action based on the insights and predictions from the data.

Prescriptive analytics

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30

________ is depends n the types of data and the purpose of the analysis.

Presentation format

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31

________ testing- is a technique use to test a(n) ________ about a population parameter.

Hypothesis

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32

________- creating graphical representations of data to communicate patterns and relationships.

Data visualization

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33

Is the process of creating a(n) ________ of a real- world system or problem.

mathematical representation

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34

________ can be presented in various forms (tables, charts or graphs)

Data

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35

Selecting Sample- to select a(n) ________ from the population you are 333studying.

representative sample

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36

________- problems that benefit from subjective probability are those that require some level of belief to make possible.

Subjective

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37

________- using mathematical equations to describe and predict the behavior of complex systems.

Mathematical Modeling

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38

________- is a branch of statistic that involves the collection, presentation and analysis of data.

Descriptive Statistic

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39

________- are used to draw conclusions or make predictions about a population based on a sample of data.

Inferential Statistic

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40

Exploratory ________- analyzing and visualizing the data to understand the patterns and relationships.

Data Analysis

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41

________- cleaning, transforming and structuring the data to make it ready for analysis.

Data Preparation

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42

________- building models to predict future outcomes or behaviors based on historical data.

Predictive Modeling

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43

________- Helps to identify the root cause of a problem or issue.

Diagnostic Analytics

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44

refer to a set of statistical and mathematical techniques used to analyze and interpret data in order to draw conclusions and make predictions

Quantitative methods

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45

data can be collected through a variety of methods, including surveys, questionnaires, experiments, or observational studies

Collecting data

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46

once the data has been collected, it needs to be analyzed using statistical methods to identify patterns and relationship between variables

Analyzing data

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47

This involve asking a set of standardized questions to a sample of individuals in order to collect data on their attitudes, beliefs, or behaviors

Surveys

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48

involve manipulating one or more variables in a controlled setting to measure the effect on other variables

Experiments

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49

involve observing and recording data on a particular phenomenon without manipulating any variables

Observational studies

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50

involves using mathematical techniques to analyze data, such as calculating means, standard deviations and correlations

Statistical analysis

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51

is the process of using data, statistical and quantitative methods, and computational techniques to uncover insights and make informed decisions

Analytics

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52

understanding the business problem or question that needs to be answered

Defining the problem

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53

collecting relevant data from various sources, including internal and external sources

Data collection

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54

cleaning, transforming, and structuring the data to make it ready for analysis

Data preparation

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55

analyzing and visualizing the data to understand the patterns and relationships

Exploratory data analysis

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56

using statistical methods to draw insights and make inferences from the data

Statistical analysis

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57

building models to predict future outcomes or behaviors based on historical data

Predictive modeling

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58

providing recommendations or suggestions for action based on the insights and predictions from the data

Prescriptive analytics

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59

descriptive analytics helps to summarize and describe past events and trends

Descriptive analytics

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60

diagnostic analytics helps to identify the root cause of a problem or issue

Diagnostic analytics

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61

uses statistical models and machine learning algorithms to predict future outcomes based on historical data

Predictive analytics

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62

helps to identify the best course of action to take in a given situation

Prescriptive analytics

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63

is a branch of statistics that involves the collection, presentation, and analysis of data

Descriptive statistics

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64

the first step in analyzing a data set is to determine its measures of central tendency

Measures of central tendency

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65

is the average of all the data points in a data set, it is calculated by adding up all the data points and dividing by the total number of data points

Mean

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66

is the middle value in a data set

Median

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67

is the most frequently occurring value in a data set

Mode

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68

describe the spread or dispersion of a data set

Measures of variability

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69

is the difference between the largest and smallest values in a data set

Range

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70

measures how spread out the data is from the mean

Variance

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71

is the square root of the variance

Standard deviation

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72

is a way to summarize categorical data

Frequency distribution

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73

are used to draw conclusion or make prediction about a population based on a sample of data

Inferential statistics

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74

is a technique used to test a hypothesis about a population parameter, such as the mean or proportion

Hypothesis testing

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75

are a range of values around a sample statistic that is likely to contain the true population parameter with a certain level of confidence

Confidence intervals

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76

is a technique used to model the relationship between two or more variables

Regression analysis

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77

is a technique used to test the independence of two categorical variables

Chi squared test

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78

involves using mathematical equations to describe and predict the behavior of complex systems

Mathematical modeling

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79

the first step in mathematical modeling is to define the problem or system being studied

Define the problem

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80

once the problem has been defined the next step is to create a mathematical model that represents the system or phenomenon

Formulate the model

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81

after the model has been formulated, it is analyzed to understand its properties and behavior

Analyze the model

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82

once the model has been validated, it can be used to explore the behavior of the system under different conditions, make predictions about future outcomes, or optimize the performance of the system, it can be used to make predicts the behavior of the system, it can be used to make predictions or test hypothesis

Validate the model

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83

involves creating graphical representations of data to communicate patterns and relationship of data to communicate patterns and relationship

Data visualization

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84

is a branch of mathematics focusing on the analysis of random phenomena

Probability theory

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85

also known as the axiomatic method, this type of probability involves a set of axioms (rules) attached to it

Classical

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86

this involves looking at the occurrence ratio of a singular event in comparison to the total number of outcomes

Relative frequency

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87

when using the subjective approach probability is the likelihood of something happening based on ones experiences or personal judgment

Subjective probability

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88

is the science of disease distribution

Epidemiology

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89

who are often employed in the insurance industry make primary use of probability, statistics and other data science tools to calculate the probability of uncertain future events occurring over a period of time

Insurance

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90

is used when all probable outcomes have an equal likelihood of happening and every outcome is known in advance

Classical

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91

problems that benefit from subjective probability are those that require some level of belief to make possible

Subjective

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92

draw conclusions and make recommendations

Drawing Conclusions

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93

is often used after data from the experiment has been gathered to compare a subset of data to the total amount of collected data

Relative Frequency

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94

no formal calculations, its based on ones beliefs, judgement and personal reasoning

Subjective probability

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