Do you have fear of Math subject, is number game bothers you every time then here Math tutor in Jaipur presenting you a beautiful Inspirational story of a Math Magician who inculcates whole world with its new theory of Math. So, friends here we introduced a story of Srinivas Ramanujan a great Mathematician of India.

Introduction
Srinivasa Ramanujan is a great laureate Mathematician was born on 22 December 1887 in small town of Erode in south east part of Tamil Nadu, India. He belongs to Hindu Brahmin family. Although he is scholar and priest background still they were very financially very poor.
Since very childhood he is very keen to learn Mathematics and considered as a brilliant minded student in his school. At age of 10 he is stupendous student in his village even in whole district, he had attended variety of elementary schools. With admittance to Mathematics books in libraries, promptly found his vocation. At the age of 12 he embarked self-study of Mathematics, working on geometric and arithmetic series and cubic equations and so on. Ramanujan flair memory for mathematical formulas constantly seaming to have been ceaseless. With his intellectual capabilities of reciting irrational values of pi, e and √2 and learning decimals to many places amazed many of his classmates. His main motive to do minimum amount of efforts on paper. Ramanujan future is very promising allegedly he won many prizes and in 1904 Ramanujan left his high school because he got scholarship that enable him to took admission in Government Arts College in the small town of Kumbakonam. Notwithstanding Ramanujan greatest passion towards Mathematics turns into his greatest obsession and despite of Mathematics he failed in his other subjects eventually as a consequence he rinsed off his scholarship. In 1905 he enrolled Pachaiyappa’s college in Madras city but still in spite math failed in other subjects.
Most Drastic Days of Ramanujan Life
At the age of 19 Ramanujan have seen most hungry years as he have very low funds left to fill his groaning stomach. As a journey of Mathematician is extremely difficult, this tussle makes him internally strong and generates an extreme hungriness towards Math. With a very little formal education he outdoes very advanced mathematics theorem.
Ramanujan- Journey as a Mathematician
Being an eminent personality he is pioneering in his discoveries to the theory of numbers and Indian Mathematicians whose contributions to the properties of the partition function. Ramanujan incessantly work in delivering 4000+ theorems, hypothesis. He has worked with greatest Mathematicians of his time such as Leonhard Euler and Carl Friedrich Gauss. He has explore his own explicit method of solving quadratic equation and independently came out with original results.
Ramanujan inborn talents of mathematicians makes a fellow researchers amazed with his discoveries in mathematics. Although he was almost entirely ignorant of modern developments in India. Therefore he holds mastery of continued fractions, worked out the Riemann series, hypergeometric series, the elliptic integrals, theory of divergent series and his own functional equations of Zeta functions. He had most nebulous notion that constitutes it with a mathematics theorem or proof.
Ramanujan Extraordinary Mathematical Output
By viewing his prodigious work Indian Mathematical society secretary Ramchandra Rao provide him financial support and began publishing his resounding work in Journal of the Indian Mathematical Society.
Sir Francis spring contact lot of British officers in order to appoint to Research position at Cambridge University. Hardy a pure Mathematician of Cambridge University are very eager to know work of Ramanujan outlandishly spending 2.30 hrs. Finally he reached on a conclusion that he is a Mathematics genius. Despite of that poor health issues are constant company ion of Ramanujan, in 1917 he was diagnosed with tuberculosis and on 26th April 1920 in Madras. He is being dead at age of 35. In spite of died at very young age he did lot of outstanding contributions in Mathematics.