User:Srinivasa GauravChaurasia/sandbox

Srinivasa GauravChaurasia Born on 8th August ,2003. Father's name Shri Jairam Chaurasia and mother's name is Shrimati Kamalawati Devi. A small village in Deoria district of Uttar Pradesh ,India. During his earlier classes he was too weak in study, especially in mathematics. Insulting by acquaintances he used weep alone. Meanwhile he listened about Srinivasa Ramanujan and inspired by him. He continued his study on mathematics. And approached to a highe. During his high school he invented many things in mathematics.

He made a theorem for the height of equilateral triangle, (till no name is given to this theorem) however he used to say it 'Height Theorem'. According to this theorem height of a equilateral triangle is equals to the ratio of area of the given equilateral[1] triangle to the half of the side of the triangle.i.e., h = ar(∆):1/2*side.

Another is that, the smallest number in which follow this equation 2a^2=a^3 i.e., twice of square of a number is equals to cube of same number, that first number 2. He also find out another number which can be written as twice of square of a number which is equal to cube of another number that number is a=16 and b=8.

2a^2 = b^3

2(16)^2 = (8)^3

2*256 =512

512=512.

Another theorem is that the center of an equilateral triangle divides the altiude of the given the triangle in two parts such that the measure of smallest part equals to half of lager part. Conjecture of prime numbers:- If we divides the prime numbers i.e., 2,5,7,11,13,17,19,23,29........ by 3 we will get a sequence of number. Let see 2/3 =0.6667 5/3 =1.6667 7/3 =2.3333 11/3=3.6667 13/3=4.3333 17/3=5.6667 19/3=6.3333 23/3= 7.6667 29/3=9.6667 but the squence get erupted here, we get directly 9.6667 in spite of 8.3333(according to squence). The question is that why it is happening?