Two teenage girls cracked a mathematical code that has stood for thousands of years: Ne’Kiya Jackson and Calcea Johnson, ...

Eleventh grade math achievement for remedial students who had taken ninth grade algebra was so much higher that the difference was equivalent to an extra year’s worth of math, according to the ...

Conversely, poor schools are much less likely to adopt an algebra-for-all policy in eighth grade. Nearly half of the wealthiest schools offered algebra to all of their eighth grade students, ...

In its appendix, he introduced what would later be known as Cartesian coordinates: a way to translate geometric curves and shapes into algebraic equations. Algebra became a means of outsourcing ...

GCSE AQA Algebraic expressions - AQA Proof - Higher Letters can be used to stand for unknown values or values that can change. Formulas can be written and equations solved in a range of problems ...

Revise how to use algebra to support and construct arguments, show that two expressions are equivalent, and how to find a counterexample.

Many students find algebra a confusing or intimidating subject, especially those who have just started middle school. But in reality, it is not a difficult subject. With the right strategies and ...

Professors Amir Ali Ahmadi and Pravesh Kothari are pioneering the use of artificial intelligence to enhance complex mathematical proof systems, with applications in robotics, optimization, and ...

Students who made math history when they were in high school have now published new ways of proving the Pythagorean Theorem using trigonometry.

Polynomials are algebraic equations. You can follow a big chunk of the history of mathematics by seeing what level of polynomials we could solve at any given time.

Algebra is generally much more abstract: the focus is not necessarily the mathematical objects—in this case, the equations and their derivatives—but rather their behavior.