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I am a high school student right now. I like mathematics and I like reading about it. The things I like the most are combinatorics, number theory and algebra. I don't like geometry at all.


Jul
24
comment Conditional probablity with tree diagram
what does OP mean?
Jul
24
comment Conditional probablity with tree diagram
@AndréNicolas im sure your right could you please tell me what is wrong in my answer?
Jul
24
revised Conditional probablity with tree diagram
added 151 characters in body
Jul
24
revised Conditional probablity with tree diagram
added 151 characters in body
Jul
24
answered Conditional probablity with tree diagram
Jul
23
comment Integers of the form $a^2+b^2+c^3+d^3$
does it mean the same as $a,b,c,d\in \mathbb Z$?
Jul
23
comment Integers of the form $a^2+b^2+c^3+d^3$
What is $\mathbb Z^4$?
Jul
23
comment Multi binomial theorem application
isnt this the multinomial theorem, because i dont think those are binomials
Jul
23
answered Unique number for multiplication
Jul
23
comment Number puzzle of variable number algorithm
could you please give "all" of the examples?
Jul
23
comment Number puzzle of variable number algorithm
Why did you post this answer with the trigonometry tag?
Jul
23
revised Finding the divisors of a number
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Jul
23
revised Finding the divisors of a number
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Jul
23
comment Finding the divisors of a number
That follows from the fundamental theorem of arithmetic right? en.wikipedia.org/wiki/Fundamental_theorem_of_arithmetic
Jul
23
answered Finding the divisors of a number
Jul
23
comment Research done by high-school students
Yes thats true but Vieta jumping had never been used before. Cristopher Columbus wasnt the first person to get to America but we recognize him as a discoverer anyways. Its still pretty amazing that those kids managed to do in one hour and a half what experts couldn't do in 6 hours.
Jul
23
answered Research done by high-school students
Jul
20
comment Limit of a function of prime numbers: $\lim_{k \to \infty}(\ln(p_{k+1}) - \ln(p_k)) = 0$?
mabye this has to do en.wikipedia.org/wiki/Bertrand%27s_postulate#Better_results
Jul
20
comment Proving a number with $3^n$ equal digits is divisible by $3^n$
do you mean all of its digits are equal or only $3^n$ of them?
Jul
19
awarded  Nice Question