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Explore Quadratic Functions

The "Review in Preparation for College Algebra" series contains four (4) apps and has 39 embedded lessons

The "Review in Preparation for College Algebra" series contains four (4) apps and has 39 embedded lessons

Explore Quadratic Functions

by Edward Laughbaum
Explore Quadratic Functions
Explore Quadratic Functions
Explore Quadratic Functions

What is it about?

The "Review in Preparation for College Algebra" series contains four (4) apps and has 39 embedded lessons. Since the primary mode of operation of the brain is pattern generalizing, almost all of the lessons are structured as pattern-building activities. Users are encouraged to generalize the patterns using pencil and paper (so that the brain sees the bigger picture), because when they do, the brain creates a memory of the pattern and it understands the generalized algebra in the lesson. The apps also use function as the underlying theme to teach the included algebra. When users connect new algebraic concepts to existing long-term memories of previously learned algebra, the brain understands the new concept or procedure in the lesson. Function representation and function behaviors connect all of the algebra. Lessons consist of open-ended questions, and when the user answers a question, he/she receives a correct response and verbal praise if correct.

Explore Quadratic Functions

App Details

Version
2.0
Rating
NA
Size
10Mb
Genre
Education Books
Last updated
November 9, 2016
Release date
May 7, 2013
More info

App Screenshots

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App Store Description

The "Review in Preparation for College Algebra" series contains four (4) apps and has 39 embedded lessons. Since the primary mode of operation of the brain is pattern generalizing, almost all of the lessons are structured as pattern-building activities. Users are encouraged to generalize the patterns using pencil and paper (so that the brain sees the bigger picture), because when they do, the brain creates a memory of the pattern and it understands the generalized algebra in the lesson. The apps also use function as the underlying theme to teach the included algebra. When users connect new algebraic concepts to existing long-term memories of previously learned algebra, the brain understands the new concept or procedure in the lesson. Function representation and function behaviors connect all of the algebra. Lessons consist of open-ended questions, and when the user answers a question, he/she receives a correct response and verbal praise if correct.

Audience:
High school students in Algebra I or II and college students in remedial algebra courses such as Beginning Algebra, Intermediate Algebra, Algebraic Literacy courses, and freshmen courses preparing students for non-STEM college-level courses. While the lessons are teaching in nature, they also provide a review for course midterm and exams.

Technology Requirements:
The graphing calculator is required and is used to help develop patterns and provide visualizations of the algebra in the lessons. It is crucial as a learning tool because visualizations lead to understanding. In addition, the graphing calculator processes function representations and function behaviors, which are at the core of learning algebra through function.

Features:
- Learn through questioning
- Based on core common algebra curriculum - Formative algebra assessments
- Based on basic brain function
- Immediate feedback
- Correct response after answering questions - Test yourself repeatedly
- Easy navigation
- Score tracking
- Audio response

The Content Author:
The author has 16 years of experience writing questions for college mathematics placement tests, for end- of-year course exams, and for pre-service teacher proficiency tests. See www.redbankpublishing.com for more information about the author.

Explore Quadratic Functions
1. Quadratic Function Behaviors
2. Connection between Function Parameters and Behavior
3. Creating Quadratic Functions to Match Given Behavior Part 1
4. Creating Quadratic Functions to Match Given Behavior Part 2
5. Connection between Products and x-intercepts
6. Polynomial Functions as Products
7. Function Behavior-Zeros & More
8. Connection between Zeros and Factors
9. Connection between Factors and Zeros
10. Model This-Water Weight Relationship

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