Digital Math Resources

NYS

These are the resources that support this NYS Standard.

NY-8.EE.2

There are 71 resources.

Title	Description	Curriculum Topics
Algebra Application: Accident Investigation	In this Algebra Application, students develop a quadratic mathematical model for calculating the speed of a car based on the length of its skid marks. Using this model, students investigate the corresponding parabola. The math topics covered include: Mathematical modeling Quadratic functions in standard form Square root formula Data analysis The culminating activity is for students to write a program, using either a spreadsheet or a computer language like Python, that can calculate the speed of a car, given the skid mark length and coefficient of friction as the two inputs. Note: The download is a PDF file that includes the link to the GoogleDoc version.	Applications of Quadratic Functions, Quadratic Equations and Functions
Definition--Cube Root	The definition of the term "Cube Root." Note: The download is a JPG file. Related Resources To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary	Radical Expressions
Definition--nth Root	The definition of the term "nth Root." Note: The download is a JPG file. Related Resources To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary	Radical Expressions
Definition--Radical Expression	The definition of the term "Radical Expression." Note: The download is a JPG file. Related Resources To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary	Radical Expressions
Definition--Square Root	The definition of the term "Square Root." Note: The download is a JPG file. Related Resources To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary	Radical Expressions
INSTRUCTIONAL RESOURCE: Nspire App Tutorial: Quadratic Formula Template	In this Slide Show, learn how to program a function for solving quadratic equations. This presentation requires the use of the TI-Nspire iPad App. Note: the download is a PPT.	Quadratic Formula
INSTRUCTIONAL RESOURCE: Solving Quadratic Equations by Completing the Square	In this Slide Show, learn how to solve a quadratic equation by completing the square. Note: The download is a PPT file.	Quadratic Formula, Quadratic Equations and Functions
Math Example: Calculating the Discriminant: Example 01	Tutorial--Calculating the Discriminant: Example 1. In this example a, b, and c are positive, discriminant is positive. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 02	Tutorial--Calculating the Discriminant: Example 2. In this example a, b, and c are positive, discriminant is negative. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 03	Tutorial--Calculating the Discriminant: Example 3. In this example a, b, and c are positive, discriminant is zero. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 04	Tutorial--Calculating the Discriminant: Example 4. In this example a, b, and c are negative, discriminant is positive. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 05	Tutorial--Calculating the Discriminant: Example 5. In this example a, b, and c are negative, discriminant is negative. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 06	Tutorial--Calculating the Discriminant: Example 6. In this example a, b, and c are negative, discriminant is zero. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 07	Tutorial--Calculating the Discriminant: Example 7. In this example a is positive and b and c are negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 08	Tutorial--Calculating the Discriminant: Example 8. In this example a and b are positive and c is negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 09	Tutorial--Calculating the Discriminant: Example 9. In this example c is positive and b and a are negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Calculating the Discriminant: Example 10	Tutorial--Calculating the Discriminant: Example 10. In this example c and b are positive and a is negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O	Quadratic Formula
Math Example: Cube Root Functions in Tabular and Graph Form: Example 01	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 1, b = 0. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations
Math Example: Cube Root Functions in Tabular and Graph Form: Example 02	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a > 1, b = 0. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations
Math Example: Cube Root Functions in Tabular and Graph Form: Example 03	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -2, b = 0. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations
Math Example: Cube Root Functions in Tabular and Graph Form: Example 04	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 0.5, b = 0. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations
Math Example: Cube Root Functions in Tabular and Graph Form: Example 05	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -0.5, b = 0. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations
Math Example: Cube Root Functions in Tabular and Graph Form: Example 06	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 1, b = 1. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations
Math Example: Cube Root Functions in Tabular and Graph Form: Example 07	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a > 1, b = 1. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations
Math Example: Cube Root Functions in Tabular and Graph Form: Example 08	In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -2, b = 1. Note: The download is a JPG file. Related Resources To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr	Polynomial Functions and Equations

These are the resources that support this NYS Standard.

NY-8.EE.2

The definition of the term "Cube Root." Note: The download is a JPG file.

Related Resources

To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary

The definition of the term "nth Root." Note: The download is a JPG file.

Related Resources

To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary

The definition of the term "Radical Expression." Note: The download is a JPG file.

Related Resources

To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary

The definition of the term "Square Root." Note: The download is a JPG file.

Related Resources

To see the complete collection of glossary terms in the Visual Glossary, click on this link: https://media4math.com/Visual-Glossary

In this Slide Show, learn how to program a function for solving quadratic equations. This presentation requires the use of the TI-Nspire iPad App. Note: the download is a PPT.

In this Slide Show, learn how to solve a quadratic equation by completing the square. Note: The download is a PPT file.

Tutorial--Calculating the Discriminant: Example 1. In this example a, b, and c are positive, discriminant is positive. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 2. In this example a, b, and c are positive, discriminant is negative. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 3. In this example a, b, and c are positive, discriminant is zero. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 4. In this example a, b, and c are negative, discriminant is positive. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 5. In this example a, b, and c are negative, discriminant is negative. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 6. In this example a, b, and c are negative, discriminant is zero. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 7. In this example a is positive and b and c are negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 8. In this example a and b are positive and c is negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 9. In this example c is positive and b and a are negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

Tutorial--Calculating the Discriminant: Example 10. In this example c and b are positive and a is negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2To5B5O

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 1, b = 0. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a > 1, b = 0. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -2, b = 0. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 0.5, b = 0. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -0.5, b = 0. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 1, b = 1. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a > 1, b = 1. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -2, b = 1. Note: The download is a JPG file.

Related Resources

To see the complete collection of Math Examples on this topic, click on this link: https://bit.ly/2Tq3nTr

© Media4Math. All rights reserved

The definition of the term "Cube Root."

Note: The download is a JPG file.

The definition of the term "nth Root."

Note: The download is a JPG file.

The definition of the term "Radical Expression."

Note: The download is a JPG file.

The definition of the term "Square Root."

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 1. In this example a, b, and c are positive, discriminant is positive.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 2. In this example a, b, and c are positive, discriminant is negative.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 3. In this example a, b, and c are positive, discriminant is zero.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 4. In this example a, b, and c are negative, discriminant is positive.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 5. In this example a, b, and c are negative, discriminant is negative.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 6. In this example a, b, and c are negative, discriminant is zero.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 7. In this example a is positive and b and c are negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 8. In this example a and b are positive and c is negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 9. In this example c is positive and b and a are negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive.

Note: The download is a JPG file.

Tutorial--Calculating the Discriminant: Example 10. In this example c and b are positive and a is negative, discriminant is positive. Point out to students that in this configuration the discriminant can only be positive.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 1, b = 0.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a > 1, b = 0.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -2, b = 0.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 0.5, b = 0.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -0.5, b = 0.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = 1, b = 1.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a > 1, b = 1.

Note: The download is a JPG file.

In this tutorial, construct a function table and graph for a cube root function of the form y = cuberoot(ax + b) with these characteristics: a = -2, b = 1.

Note: The download is a JPG file.