528 reputation
521
bio website notepins.wordpress.com
location India
age 18
visits member for 2 years, 4 months
seen 2 days ago

Hey Stalkers!


I am Saharsh. A high school science student living in Gandhinagar. My basic interest includes Mathematics, Physics, Chemistry and Computer Science.

These are my academic fields and I am here for helping others over their questions and of course also for seeking some help from my side. If you think I can help you on any issue then please feel free to contact me. I am always right here on stackexchange! :)


Aug
7
comment Ancient calculus or thorough observation
It's already there in the question.
Aug
7
comment Ancient calculus or thorough observation
Well Wolfram's integral calculus history says something else. You should check 'History of Calculus' on Wolfram.
Aug
7
revised Ancient calculus or thorough observation
added 1 character in body
Aug
6
revised Choosing distinct elements from 5 sets
Latex added
Aug
6
suggested approved edit on Choosing distinct elements from 5 sets
Aug
6
revised What is this lower number?
Latex added
Aug
6
suggested approved edit on What is this lower number?
Aug
6
asked Ancient calculus or thorough observation
Jul
27
comment Complex numbers and their imaginary parts
Great! The Euler form. Why didn't I thought of this?
Jul
27
comment Complex numbers and their imaginary parts
@Gummybears believe me this one is the simplest method of all. A little bit of study of cube root of unity over internet gonna help you a lot in this.
Jul
27
comment Trigonometric Identities Need Help
Well you could go in the reverse way first (i.e try converting $(\cot(x)-\csc(x))(cos(x)+1)$ to $-\sin(x)$). It'll probably help in figuring the algorithm.
Jul
27
comment Number of triangles formed by all chords between $n$ points on a circle
Or this math.stackexchange.com/questions/439093
Jul
27
comment Number of triangles formed by all chords between $n$ points on a circle
possible duplicate of How many triangles are formed by $n$ chords of a circle?
Jul
27
revised Best approach or algorithm to solve equation with multiple variables?
a bit mathjax
Jul
27
comment Figuring the function $f(x)$ from given information
Thank You very much!
Jul
27
suggested approved edit on Best approach or algorithm to solve equation with multiple variables?
Jul
26
comment Even number being express as $4q$ or $4q+2$
Of course. We can take any even number and the reason is as simple as it's answer (which says that any integer multiplied only with even number will result in even number).
Jul
26
comment Figuring the function $f(x)$ from given information
Actually this question was asked in my exam and during exam time I also used this same approach but getting those four equations in such limited time was very horrible. Hence after being unsuccessful in my exam I asked this to my Maths teacher and he told me to do this question by assuming $f''(x)$ instead of $f(x)$ which would lead me faster results. However I was still in a little doubt with this method, that's why I asked it here.
Jul
26
comment Figuring the function $f(x)$ from given information
Replaced $\phi \rightarrow a$ and $\alpha \rightarrow b$.
Jul
26
revised Figuring the function $f(x)$ from given information
deleted 35 characters in body