Quadratic Factoring 7.7

Quadratic Factoring 7.7

Walter Kissach  ❘ Commercial
iOS
Latest Version
7.7
Safe to install

The application serves as a comprehensive learning tool that integrates instructional Guides, Practice exercises, and Coaching Calculators to facilitate mastery of factoring quadratic trinomials.

The Box or Grid Method effectively addresses more complex cases such as 3x² + 7x + 4 while also accommodating simpler factorizations. It bears similarities to established techniques like Grouping or the AC method, but many students find it more accessible due to its structured, routine process and visual representation through the box diagram.

Students' skills tend to develop rapidly as they utilize the calculator to observe each step in detail, including:

  • Drawing the box
  • Identifying the product and sum
  • Completing the box
  • Factoring rows and columns
  • Extracting the factors from the completed diagram

Focus on individual steps encourages students to explore how changing the sign of the x-coefficient influences the process, supporting a deeper understanding of quadratic factoring.

The platform also provides Coaching Calculators covering various methods such as:

  • Guess and Check (Trial and Error)
  • Grouping or AC method
  • Difference of Squares

The detailed Guides illustrate each problem-solving stage, highlighting key algebraic concepts and simplifying complex steps to enhance student comprehension.

Overview

Quadratic Factoring is a Commercial software in the category Education developed by Walter Kissach.

The latest version of Quadratic Factoring is 7.7, released on 06/15/2025. It was initially added to our database on 06/15/2025.

Quadratic Factoring runs on the following operating systems: iOS.

Users of Quadratic Factoring gave it a rating of 1 out of 5 stars.

Pros

  • Provides a structured method for factoring quadratic equations.
  • Helps students understand the relationship between factors and their roots.
  • Can be a straightforward technique for quadratics with easy-to-factor terms.

Cons

  • May not be effective for complex or non-factorable quadratics.
  • Requires understanding of factoring methods and properties of numbers.
  • Might be time-consuming compared to other methods like completing the square or using the quadratic formula.
  • Less useful for quadratics with non-integer roots or those that do not factor neatly.

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