# Essay on Srinivasa Ramanujan

Students are often asked to write an essay on Srinivasa Ramanujan in their schools and colleges. And if you’re also looking for the same, we have created 100-word, 250-word, and 500-word essays on the topic.

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## 100 Words Essay on Srinivasa Ramanujan

### Early Life

Srinivasa Ramanujan was born in 1887 in Erode, India. Despite facing poverty, he developed a deep interest in mathematics from a young age. His passion for numbers was evident in his self-study from books.

### Discoveries

Ramanujan made significant contributions to mathematical analysis, number theory, and continued fractions. His work was mostly self-taught, making his achievements even more remarkable.

### Legacy

Ramanujan’s work continues to inspire mathematicians worldwide. His birthday, December 22, is celebrated as National Mathematics Day in India, honoring his exceptional contributions to the field.

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## 250 Words Essay on Srinivasa Ramanujan

### Introduction

Srinivasa Ramanujan, born on December 22, 1887, in Erode, India, was a mathematical genius who made substantial contributions to mathematical analysis, number theory, and continued fractions. Despite having no formal education in pure mathematics, his extraordinary talent led him to formulate theories that have since been proven to be foundational in understanding the mathematical universe.

### Early Life and Education

Ramanujan’s genius began to show at a young age. He was largely self-taught, gleaning knowledge from a book by G.S. Carr, “A Synopsis of Pure and Applied Mathematics.” This book, full of thousands of theorems, sparked his mathematical curiosity and drove him to create his own theorems and ideas.

### Contributions to Mathematics

Ramanujan’s work reached the ears of G.H. Hardy, a renowned mathematician at Cambridge. Recognizing Ramanujan’s genius, Hardy invited him to Cambridge, where Ramanujan published many of his theorems. His work on the partition function, infinite series, and number theory has had profound implications on various fields of mathematics and physics. His “mock theta functions” have found applications in black hole physics.

### Legacy

Ramanujan’s life was cut short by illness, and he died at the age of 32. However, his contributions to mathematics continue to inspire and challenge mathematicians around the world. His story serves as a reminder of the power of innate talent and passion, and the potential they hold, regardless of formal education or background.

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## 500 Words Essay on Srinivasa Ramanujan

### Introduction

Srinivasa Ramanujan, a name synonymous with genius in the realm of mathematics, was an Indian mathematician who defied all odds to leave an indelible mark on the world. Born in a humble setting in 1887, Ramanujan’s mathematical prowess transcended the traditional confines of formal education, and his contributions continue to influence various branches of mathematics even today.

### Early Life and Education

Born in Erode, a small town in South India, Ramanujan’s mathematical inclination manifested at a young age. Despite the lack of formal training, his self-study of mathematics was guided by G.S. Carr’s “Synopsis of Elementary Results in Pure Mathematics.” This book, a collection of 5000 theorems, ignited his passion for numbers. However, his obsession with mathematics came at a cost. Unable to focus on other subjects, Ramanujan failed to secure a college degree.

### Discovery by the Western World

Ramanujan’s life took a significant turn when he started corresponding with G.H. Hardy, a renowned mathematician at Cambridge University, in 1913. Intrigued by Ramanujan’s unconventional yet profound insights, Hardy recognized his genius and invited him to Cambridge. This marked the start of a fruitful collaboration and a new chapter in Ramanujan’s life.

### Ramanujan-Hardy Collaboration

At Cambridge, Ramanujan’s work flourished under Hardy’s guidance. Together, they delved into areas such as partition functions and infinite series. Ramanujan’s work on the partition function, in particular, was groundbreaking. He developed a formula for directly calculating the number of partitions, a problem that had baffled mathematicians for centuries.

### Legacy and Contributions

Ramanujan’s contributions to mathematics were not confined to his lifetime. His notebooks, filled with thousands of theorems and results, continue to be a source of research. His work on the Ramanujan Conjecture, Ramanujan Prime, and Ramanujan Theta Function are particularly noteworthy. Moreover, his exploration of the mathematical constant ‘pi’ led to new ways of calculating its value.

### Conclusion

Srinivasa Ramanujan was a mathematician par excellence. His life story is a testament to the power of raw talent and passion. Despite his early demise at the age of 32, Ramanujan’s legacy continues to inspire mathematicians around the world. His journey, from a small town in India to the hallowed halls of Cambridge, serves as a beacon of hope and a reminder that genius can emerge from the most unexpected places. In the realm of mathematics, Ramanujan’s name will forever be etched as a symbol of ingenuity and relentless curiosity.

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