Intended for students with little or no background in basic algebra or whose background is not current. Topics covered include: the real number system, factoring fractions, linear equations, functions ...

Looking for an examination copy? If you are interested in the title for your course we can consider offering an examination copy. To register your interest please contact [email protected] ...

This new book from Professor Gilbert Strang, author of the acclaimed Introduction to Linear Algebra, now in its fifth edition, makes linear algebra accessible to everybody, not just those with a ...

Teaching algebraic thinking skills early—like generalizing, representing, and reasoning—can set students up for success, ...

At the upper division, all mathematics majors must take Analysis 1: Elementary Real Analysis (MATH 3205), Algebra 1 (MATH 3500) and Introduction to Scientific Computing (MATH 3340). These courses, ...

Mathematicians have made lots of recent progress on a question called the Mordell conjecture, which was posed a century ago ...

Today’s teaching methods prioritize creative problem-solving over traditional formulas and equations, but these changes may ...

August/2282023/Add-a-heading-(37).jpg" width="1200" height="675" /> GATE Mathematics Syllabus 2025: Those aspiring to take the GATE 2025 Mathematics (MA) exam are encouraged to familiarize themselves ...

What do the integers have in common with the symmetries of a triangle? In the 19th century, mathematicians invented groups as ...

You can probably think of a time when you've used math to solve an everyday problem, such as calculating a tip at a restaurant or determining the square footage of a room. But what role does math ...

Du Sautoy explains why algebra is so important in moving towards general proofs, using an example of square numbers. A good enrichment clip, or as an introduction to any work on algebra ...