National Mathematics Day 2025 at Eternal University was a two-day festival of imagination, logic, and discovery, honoring the genius of Srinivasa Ramanujan, – the mathematician who saw beauty where others saw numbers.
From thrilling quizzes to creative poster presentations, every moment was crafted to spark curiosity and transform mathematics into an adventure.
Day 1:- The Quiz Challenge – Where Minds Raced Faster Than Time
- Rapid Fire Round – Nerves, speed, and sharp thinking all tested in seconds.
- Basic & Reasoning Round – More than just answers, this round demanded understanding, clarity, and smart reasoning.
Students battled through logical puzzles, number patterns, and brain-twisters, proving that math is as much about courage as computation.
Day 2:- Unlocking Patterns, Creativity & Logic
- Sudoku Challenge – A test of patience and precision each grid a battlefield of logic.
- Poster Presentations – Exploring Numbers and Shapes in the World Around Us.
Students turned mathematical concepts into art from fractal-filled forests to geometry-inspired architecture. These posters didn’t just display facts, they told stories.
An Event in Remembrance
National Mathematics Day reminded every student that – Math is everywhere in the petals of flowers, in the patterns of stars, in the design of bridges. Math is creative not just about formulas, but imagination. Math is empowering a key to understanding the world with clarity and confidence.
An Invitation to Every Student
Whether you love solving riddles, exploring patterns, cracking logic, or simply want to challenge yourself
this celebration was created for you.
Scan, Register, and Participate.
And discover the side of mathematics you’ve never seen before the side that inspires.
Because Mathematics Is Not a Subject, It’s a Universe Waiting to Be Explored
National Mathematics Day 2025 brought the university together to celebrate the universal language that connects nature, science, art, and innovation.
And every student who participated didn’t just solve problems, they discovered possibilities.

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