本の詳細
形式
ペーパーバック
ページ数
52
言語
英語
公開されました
Nov 2, 2013
出版社
Nabu Press
ISBN-10
129322815X
ISBN-13
9781293228159
説明
In the realm of algebra, where tedious calculations can often take precedence over learning, a transformative solution has emerged from the collaborative minds of Arnold Lapidus, Max Goldstein, and Susan S. Hoffberg. This work introduces an innovative computer program designed specifically to alleviate the burdens of repetitive algebraic tasks, allowing students and educators alike to focus more on conceptual understanding rather than getting bogged down in mechanical calculations.
The authors bring a wealth of knowledge and expertise to the table, combining their backgrounds in mathematics and computer programming to create a resource that is not only practical but also user-friendly. This program stands out for its ability to streamline complex algebraic processes, making it accessible even to those who may struggle with traditional methods of learning.
By harnessing technology, Lapidus, Goldstein, and Hoffberg encourage a deeper engagement with algebra, empowering users to explore the subject more freely and creatively. As a result, this program not only serves as a tool for solving equations but also fosters a more enriched learning environment, inviting users to discover the beauty and intricacies of algebraic theory.
The authors bring a wealth of knowledge and expertise to the table, combining their backgrounds in mathematics and computer programming to create a resource that is not only practical but also user-friendly. This program stands out for its ability to streamline complex algebraic processes, making it accessible even to those who may struggle with traditional methods of learning.
By harnessing technology, Lapidus, Goldstein, and Hoffberg encourage a deeper engagement with algebra, empowering users to explore the subject more freely and creatively. As a result, this program not only serves as a tool for solving equations but also fosters a more enriched learning environment, inviting users to discover the beauty and intricacies of algebraic theory.