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Featured Articles on: MATHS
ETS Officially Launches ‘Single-Section Retake’ (SSR) for the Shorter GRE
Discover the new GRE Single-Section Retake policy by ETS. Learn how the modular SSR for the shorter GRE format helps students improve specific scores with less stress and cost.
Viral 9 ÷ 9 Math Puzzle: Technical Analysis of the 2026 Trend
Explore the technical logic behind the viral ‘9 ÷ 9 = 9 × 9’ puzzle. A deep dive into operator precedence, syntactic ambiguity, and computational parsing.
2026 Global Math Proficiency Crisis: The Case for Phone-Free Schools
A technical analysis of the 2026 global math proficiency decline to 41.7% and the legislative push for bell-to-bell cellphone bans in schools.
Geoffrey Hinton Predicts AI Will Surpass Human Mathematicians by 2035
Geoffrey Hinton claims mathematics is a ‘closed system’ AI will master. Explore how AlphaProof and neuro-symbolic AI are redefining the future of formal proof.
Functional Equations: Solving f(x+y) = f(x) + f(y) + 2xy
A technical analysis and step-by-step solution for the advanced functional equation f(x+y) = f(x) + f(y) + 2xy with the boundary condition f(1) = 2.
Solving Absolute Value Inequalities: A Technical Guide to |3x – 4| ≥ 11
A detailed technical walkthrough of solving absolute value inequalities using disjunction logic. Includes step-by-step algebraic resolution and theoretical deep dive.
Systems of Linear Equations: Solving Solving ##3x+2y=16 \text{ and } x-y=2##
A technical guide to solving systems of linear equations using substitution and matrix methods, including detailed proofs and historical context.
Solving Quadratic Equations ##x^2 – 7x + 10 = 0##
A professional deep dive into solving quadratic equations using the factoring method. Step-by-step analysis of ##x^2 – 7x + 10 = 0## with technical proofs and historical context.
Simplifying Polynomial Expressions: Technical Step-by-Step Guide
A technical overview of simplifying polynomial expressions, focusing on distribution, combining like terms, and verification through numerical and calculus-based methods.
Linear Equation with One Variable: Technical Solution and Analysis
A technical guide to solving the linear equation with one variable 5x – 12 = 3x + 8. Includes step-by-step algebraic reduction, verification, and historical context.
NEP 2020 math curriculum: Integrating AI and Ancient Heritage
Discover how the NEP 2020 math curriculum in 2025 is revolutionizing Indian classrooms by combining AI literacy with ancient mathematical heritage.
Big O Notation: A Guide to Understanding Algorithm Efficiency
Big O notation is a crucial concept in computer science, describing the efficiency of algorithms. This guide offers a comprehensive overview of Big O notation and its applications.
The Power of Banach Limits
Explore the fascinating world of the Banach Limit, a mathematical tool that extends the concept of limits beyond convergent sequences, assigning a limit value to sequences that might otherwise seem ‘limitless’.
Understanding the Convergent Matrix
A **Convergent Matrix** is a square matrix that converges to the zero matrix when raised to successive powers. This article explores the properties of these matrices and their importance in iterative methods.
Category Theory Limits
Category theory limits provide a unified way to describe and relate various mathematical structures. This post explains how category theory limits are fundamental tools for understanding complex mathematical ideas.