Use the following Media4Math resources with this Illustrative Math lesson.
Thumbnail Image | Title | Body | Curriculum Topic |
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Definition--Statistics and Probability Concepts--Probability Model | Probability ModelTopicStatistics and Probability DefinitionA probability model is a mathematical representation of a random phenomenon. DescriptionProbability models are essential in understanding how to quantify uncertainty in various scenarios. They can be as simple as a coin toss or as complex as predicting stock market trends. These models usually incorporate the outcomes of an event and their associated probabilities. |
Probability | |
Definition--Statistics and Probability Concepts--Probability Model | Probability ModelTopicStatistics and Probability DefinitionA probability model is a mathematical representation of a random phenomenon. DescriptionProbability models are essential in understanding how to quantify uncertainty in various scenarios. They can be as simple as a coin toss or as complex as predicting stock market trends. These models usually incorporate the outcomes of an event and their associated probabilities. |
Probability | |
Definition--Statistics and Probability Concepts--Probability Model | Probability ModelTopicStatistics and Probability DefinitionA probability model is a mathematical representation of a random phenomenon. DescriptionProbability models are essential in understanding how to quantify uncertainty in various scenarios. They can be as simple as a coin toss or as complex as predicting stock market trends. These models usually incorporate the outcomes of an event and their associated probabilities. |
Probability | |
Definition--Statistics and Probability Concepts--Probability Model | Probability ModelTopicStatistics and Probability DefinitionA probability model is a mathematical representation of a random phenomenon. DescriptionProbability models are essential in understanding how to quantify uncertainty in various scenarios. They can be as simple as a coin toss or as complex as predicting stock market trends. These models usually incorporate the outcomes of an event and their associated probabilities. |
Probability | |
Definition--Statistics and Probability Concepts--Probability Model | Probability ModelTopicStatistics and Probability DefinitionA probability model is a mathematical representation of a random phenomenon. DescriptionProbability models are essential in understanding how to quantify uncertainty in various scenarios. They can be as simple as a coin toss or as complex as predicting stock market trends. These models usually incorporate the outcomes of an event and their associated probabilities. |
Probability | |
Definition--Statistics and Probability Concepts--Probability Notation | Probability NotationTopicStatistics and Probability DefinitionProbability notation is a standardized way of expressing probabilities. DescriptionProbability notation provides a concise language for defining and communicating probabilities in mathematics. It helps in avoiding confusion in statistical communication. Common symbols include P(A) for the probability of event A occurring. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Probability Notation | Probability NotationTopicStatistics and Probability DefinitionProbability notation is a standardized way of expressing probabilities. DescriptionProbability notation provides a concise language for defining and communicating probabilities in mathematics. It helps in avoiding confusion in statistical communication. Common symbols include P(A) for the probability of event A occurring. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Probability Notation | Probability NotationTopicStatistics and Probability DefinitionProbability notation is a standardized way of expressing probabilities. DescriptionProbability notation provides a concise language for defining and communicating probabilities in mathematics. It helps in avoiding confusion in statistical communication. Common symbols include P(A) for the probability of event A occurring. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Probability Notation | Probability NotationTopicStatistics and Probability DefinitionProbability notation is a standardized way of expressing probabilities. DescriptionProbability notation provides a concise language for defining and communicating probabilities in mathematics. It helps in avoiding confusion in statistical communication. Common symbols include P(A) for the probability of event A occurring. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Probability Notation | Probability NotationTopicStatistics and Probability DefinitionProbability notation is a standardized way of expressing probabilities. DescriptionProbability notation provides a concise language for defining and communicating probabilities in mathematics. It helps in avoiding confusion in statistical communication. Common symbols include P(A) for the probability of event A occurring. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Probability Notation | Probability NotationTopicStatistics and Probability DefinitionProbability notation is a standardized way of expressing probabilities. DescriptionProbability notation provides a concise language for defining and communicating probabilities in mathematics. It helps in avoiding confusion in statistical communication. Common symbols include P(A) for the probability of event A occurring. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Relative Frequency Table | Relative Frequency TableTopicStatistics and Probability DefinitionA relative frequency table displays the proportion of total occurrences for each category of data. DescriptionRelative frequency tables are important in statistics as they summarize data in a way that makes it easy to analyze proportions and patterns within datasets. These tables allow for quick comparisons of different categories based on their frequency relative to the total. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Relative Frequency Table | Relative Frequency TableTopicStatistics and Probability DefinitionA relative frequency table displays the proportion of total occurrences for each category of data. DescriptionRelative frequency tables are important in statistics as they summarize data in a way that makes it easy to analyze proportions and patterns within datasets. These tables allow for quick comparisons of different categories based on their frequency relative to the total. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Relative Frequency Table | Relative Frequency TableTopicStatistics and Probability DefinitionA relative frequency table displays the proportion of total occurrences for each category of data. DescriptionRelative frequency tables are important in statistics as they summarize data in a way that makes it easy to analyze proportions and patterns within datasets. These tables allow for quick comparisons of different categories based on their frequency relative to the total. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Relative Frequency Table | Relative Frequency TableTopicStatistics and Probability DefinitionA relative frequency table displays the proportion of total occurrences for each category of data. DescriptionRelative frequency tables are important in statistics as they summarize data in a way that makes it easy to analyze proportions and patterns within datasets. These tables allow for quick comparisons of different categories based on their frequency relative to the total. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Relative Frequency Table | Relative Frequency TableTopicStatistics and Probability DefinitionA relative frequency table displays the proportion of total occurrences for each category of data. DescriptionRelative frequency tables are important in statistics as they summarize data in a way that makes it easy to analyze proportions and patterns within datasets. These tables allow for quick comparisons of different categories based on their frequency relative to the total. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Relative Frequency Table | Relative Frequency TableTopicStatistics and Probability DefinitionA relative frequency table displays the proportion of total occurrences for each category of data. DescriptionRelative frequency tables are important in statistics as they summarize data in a way that makes it easy to analyze proportions and patterns within datasets. These tables allow for quick comparisons of different categories based on their frequency relative to the total. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Residuals | ResidualsTopicStatistics and Probability DefinitionResiduals are the differences between observed and predicted values in a dataset. DescriptionIn statistics, residuals are crucial for assessing the accuracy of predictions generated by statistical models. They represent the errors in prediction, providing insight into the model's performance and areas for potential improvement. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Residuals | ResidualsTopicStatistics and Probability DefinitionResiduals are the differences between observed and predicted values in a dataset. DescriptionIn statistics, residuals are crucial for assessing the accuracy of predictions generated by statistical models. They represent the errors in prediction, providing insight into the model's performance and areas for potential improvement. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Residuals | ResidualsTopicStatistics and Probability DefinitionResiduals are the differences between observed and predicted values in a dataset. DescriptionIn statistics, residuals are crucial for assessing the accuracy of predictions generated by statistical models. They represent the errors in prediction, providing insight into the model's performance and areas for potential improvement. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Residuals | ResidualsTopicStatistics and Probability DefinitionResiduals are the differences between observed and predicted values in a dataset. DescriptionIn statistics, residuals are crucial for assessing the accuracy of predictions generated by statistical models. They represent the errors in prediction, providing insight into the model's performance and areas for potential improvement. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Residuals | ResidualsTopicStatistics and Probability DefinitionResiduals are the differences between observed and predicted values in a dataset. DescriptionIn statistics, residuals are crucial for assessing the accuracy of predictions generated by statistical models. They represent the errors in prediction, providing insight into the model's performance and areas for potential improvement. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Residuals | ResidualsTopicStatistics and Probability DefinitionResiduals are the differences between observed and predicted values in a dataset. DescriptionIn statistics, residuals are crucial for assessing the accuracy of predictions generated by statistical models. They represent the errors in prediction, providing insight into the model's performance and areas for potential improvement. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Two-Way Frequency Table | Two-Way Frequency TableTopicStatistics and Probability DefinitionA two-way frequency table displays the frequency of data points across two categorical variables. DescriptionTwo-way frequency tables are essential for analyzing the relationship between two categorical variables, often used in survey analysis to explore associations between different demographic factors. They help in identifying patterns and correlations within datasets. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Two-Way Frequency Table | Two-Way Frequency TableTopicStatistics and Probability DefinitionA two-way frequency table displays the frequency of data points across two categorical variables. DescriptionTwo-way frequency tables are essential for analyzing the relationship between two categorical variables, often used in survey analysis to explore associations between different demographic factors. They help in identifying patterns and correlations within datasets. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Two-Way Frequency Table | Two-Way Frequency TableTopicStatistics and Probability DefinitionA two-way frequency table displays the frequency of data points across two categorical variables. DescriptionTwo-way frequency tables are essential for analyzing the relationship between two categorical variables, often used in survey analysis to explore associations between different demographic factors. They help in identifying patterns and correlations within datasets. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Two-Way Frequency Table | Two-Way Frequency TableTopicStatistics and Probability DefinitionA two-way frequency table displays the frequency of data points across two categorical variables. DescriptionTwo-way frequency tables are essential for analyzing the relationship between two categorical variables, often used in survey analysis to explore associations between different demographic factors. They help in identifying patterns and correlations within datasets. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Two-Way Frequency Table | Two-Way Frequency TableTopicStatistics and Probability DefinitionA two-way frequency table displays the frequency of data points across two categorical variables. DescriptionTwo-way frequency tables are essential for analyzing the relationship between two categorical variables, often used in survey analysis to explore associations between different demographic factors. They help in identifying patterns and correlations within datasets. |
Data Analysis | |
Definition--Statistics and Probability Concepts--Two-Way Frequency Table | Two-Way Frequency TableTopicStatistics and Probability DefinitionA two-way frequency table displays the frequency of data points across two categorical variables. DescriptionTwo-way frequency tables are essential for analyzing the relationship between two categorical variables, often used in survey analysis to explore associations between different demographic factors. They help in identifying patterns and correlations within datasets. |
Data Analysis | |
Formulas--Combinatons | Formulas--Combinatons
The formula for Combinations. This is part of a collection of math formulas. To see the complete collection of formulas, click on this link. Note: The download is a JPG file.Related ResourcesTo see resources related to this topic click on the Related Resources tab above. |
Probability | |
Formulas--Permutations | Formulas--Permutations
The formula for Permutations. This is part of a collection of math formulas. To see the complete collection of formulas, click on this link. Note: The download is a JPG file.Related ResourcesTo see resources related to this topic click on the Related Resources tab above. |
Probability | |
Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 5: Playing Poker | Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 5
In this tutorial, learn about the permutations and combinations involved in calculating card arrangements. This lesson calculates the probabilities of getting a pair of cards on the first draw. A card simulator is used. —Click on Preview to see the tutorial— |
Probability and Combinatorics | |
INSTRUCTIONAL RESOURCE: Math Examples 39 | INSTRUCTIONAL RESOURCE: Math Examples--Probability
This set of tutorials provides 28 examples of how to solve probability problems. This is part of a collection of math examples for a variety of math topics. To see the complete collection of these resources, click on this link. Note: The download is a PPT file.Library of Instructional ResourcesTo see the complete library of Instructional Resources , click on this link. |
Probability | |
INSTRUCTIONAL RESOURCE: Math Examples 39 | INSTRUCTIONAL RESOURCE: Math Examples--Probability
This set of tutorials provides 28 examples of how to solve probability problems. This is part of a collection of math examples for a variety of math topics. To see the complete collection of these resources, click on this link. Note: The download is a PPT file.Library of Instructional ResourcesTo see the complete library of Instructional Resources , click on this link. |
Probability | |
Instructional Resource: Tutorial: Geometric Probability | INSTRUCTIONAL RESOURCE: Tutorial: Geometric Probability
This tutorial provides an overview of geometric probability. This is part of a collection of math tutorials on a variety of math topics. To see the complete collection of these resources, click on this link.Library of Instructional ResourcesTo see the complete library of Instructional Resources , click on this link. |
Probability | |
Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 1 | Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 1
In this tutorial, learn about the probability of drawing a specific card from a deck of 52 cards. You will also use a simulation of a deck of cards to run probability experiments. —Click on Preview to see the tutorial— |
Probability | |
Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 2 | Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 2
In this tutorial, learn about the probability of drawing a specific card from a deck of 52 cards. You will also use a simulation of a deck of cards to run probability experiments. In this lesson look at probabilities involving card group, as well as probabilities involving AND and OR. —Click on Preview to see the tutorial— |
Probability | |
Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 3: Pocket Aces | Instructional Resource: Tutorial: Probability and Playing Cards, Lesson 3
In this tutorial, learn about the probability of drawing two aces consecutively from a deck of 52 cards. You will also use a simulation of a deck of cards to run probability experiments. This lesson covers dependent events and compound probability. —Click on Preview to see the tutorial— |
Probability | |
Math Clip Art--Dice and Number Models--Dominoes Set | Math Clip Art--Dice and Number Models--Dominoes SetTopicProbability and Statistics DescriptionThis image is part of a comprehensive series showcasing dice and various number models used in mathematics education. The specific content of this image, as indicated by its title, features a set of dominoes. Dominoes are versatile mathematical tools that can be used to teach a wide range of concepts, from basic arithmetic to probability. |
Counting, Number Names and Order Number | |
Math Clip Art--Dice and Number Models--Single Die with 1 Showing | Math Clip Art--Dice and Number Models--Single Die with 1 ShowingTopicProbability and Statistics DescriptionThis image is part of a series that illustrates various dice and number models used in mathematics education. The specific content of this image, as indicated by its title, shows a single die with the number 1 facing up. This simple yet effective visual aid is crucial for introducing basic concepts of probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 1 Showing | Math Clip Art--Dice and Number Models--Single Die with 1 ShowingTopicProbability and Statistics DescriptionThis image is part of a series that illustrates various dice and number models used in mathematics education. The specific content of this image, as indicated by its title, shows a single die with the number 1 facing up. This simple yet effective visual aid is crucial for introducing basic concepts of probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 1 Showing | Math Clip Art--Dice and Number Models--Single Die with 1 ShowingTopicProbability and Statistics DescriptionThis image is part of a series that illustrates various dice and number models used in mathematics education. The specific content of this image, as indicated by its title, shows a single die with the number 1 facing up. This simple yet effective visual aid is crucial for introducing basic concepts of probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 1 Showing | Math Clip Art--Dice and Number Models--Single Die with 1 ShowingTopicProbability and Statistics DescriptionThis image is part of a series that illustrates various dice and number models used in mathematics education. The specific content of this image, as indicated by its title, shows a single die with the number 1 facing up. This simple yet effective visual aid is crucial for introducing basic concepts of probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 1 Showing | Math Clip Art--Dice and Number Models--Single Die with 1 ShowingTopicProbability and Statistics DescriptionThis image is part of a series that illustrates various dice and number models used in mathematics education. The specific content of this image, as indicated by its title, shows a single die with the number 1 facing up. This simple yet effective visual aid is crucial for introducing basic concepts of probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 1 Showing | Math Clip Art--Dice and Number Models--Single Die with 1 ShowingTopicProbability and Statistics DescriptionThis image is part of a series that illustrates various dice and number models used in mathematics education. The specific content of this image, as indicated by its title, shows a single die with the number 1 facing up. This simple yet effective visual aid is crucial for introducing basic concepts of probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 1 Showing | Math Clip Art--Dice and Number Models--Single Die with 1 ShowingTopicProbability and Statistics DescriptionThis image is part of a series that illustrates various dice and number models used in mathematics education. The specific content of this image, as indicated by its title, shows a single die with the number 1 facing up. This simple yet effective visual aid is crucial for introducing basic concepts of probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 2 Showing | Math Clip Art--Dice and Number Models--Single Die with 2 ShowingTopicProbability and Statistics DescriptionThis image is part of a comprehensive series showcasing dice and various number models used in mathematics education. The specific content of this image, as indicated by its title, displays a single die with the number 2 facing up. This visual representation is an essential tool for teaching fundamental concepts in probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 2 Showing | Math Clip Art--Dice and Number Models--Single Die with 2 ShowingTopicProbability and Statistics DescriptionThis image is part of a comprehensive series showcasing dice and various number models used in mathematics education. The specific content of this image, as indicated by its title, displays a single die with the number 2 facing up. This visual representation is an essential tool for teaching fundamental concepts in probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 2 Showing | Math Clip Art--Dice and Number Models--Single Die with 2 ShowingTopicProbability and Statistics DescriptionThis image is part of a comprehensive series showcasing dice and various number models used in mathematics education. The specific content of this image, as indicated by its title, displays a single die with the number 2 facing up. This visual representation is an essential tool for teaching fundamental concepts in probability and statistics. |
Probability | |
Math Clip Art--Dice and Number Models--Single Die with 2 Showing | Math Clip Art--Dice and Number Models--Single Die with 2 ShowingTopicProbability and Statistics DescriptionThis image is part of a comprehensive series showcasing dice and various number models used in mathematics education. The specific content of this image, as indicated by its title, displays a single die with the number 2 facing up. This visual representation is an essential tool for teaching fundamental concepts in probability and statistics. |
Probability |