Vedic Algebra, often traced back to ancient texts like the Baudhāyana Śulbasūtra, holds a significant place in the history of mathematics, particularly in India’s intellectual and cultural heritage. The Śulbasūtras, composed between 800 BCE and 200 BCE, are primarily a collection of rules and procedures for constructing altars and sacred fire places, demonstrating a remarkable understanding of geometric and algebraic principles well before similar developments in other parts of the world. The importance of Vedic Algebra lies not only in its historical value but also in its practical, theoretical, and philosophical contributions to mathematics. One of the primary contributions of the Baudhāyana Śulbasūtra is the systematic treatment of geometric constructions. It provides explicit procedures for constructing squares, rectangles, and other geometric shapes using ropes, a method that inherently relies on an understanding of algebraic relationships. For instance, the text contains rules that are