1. When multiplying, ADD the indices \(a^3 \times a^2 = a^5\) \(2^3 \times 2^2 = 2^5 = 32\) 2. When dividing, SUBTRACT the indices \(a^5 ÷ a^2 = a^3\) \(3^5 ÷3^2 = 3^3 = 27\) 3. When the power is ...

THE author of this very interesting volume claims to present a course in algebra, suitable for the use of intermediate students of Indian universities, in a manner quite different from that given in ...

This book consists of the expanded notes from an upper level linear algebra course given some years ago by the author. Each section, or lecture, covers about a week's worth of material and includes a ...

A viral video showing students at the Massachusetts Institute of Technology clapping for a math professor during his last lecture has social media in a stir, for good reasons, of course. Gilbert ...

Abstract: This article reflects on the use of a computer algebra system in an advanced electrical engineering course. The possibilities of computer algebra systems are presented and the differences in ...