d = s\sqrt{3}

Fri, 17 Apr 2026 14:10:38 +0000

Understanding d = s√3: The Hidden Geometry of Equilateral Triangles and Beyond When it comes to geometry, few formulas carry as much elegance and practicality as d = s√3. This simple equation reveals a powerful relationship in the world of equilateral triangles and hexagonal structures—cornerstones of mathematics, architecture, engineering, and even nature. Whether you're a student, a builder, or a curious learner, understanding d = s√3 can unlock a deeper appreciation for geometric harmony. ### What Does d = s√3 Mean? The equation d = s√3 defines a proportional relationship where d represents a specific linear measurement—often a diagonal or distance—related to s, the length of a side in an equilateral triangle.