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Aug
19
comment For what values of $x$ would $nx \equiv 0\pmod{(x-n)}$?
And how can I solve that? Or can you point me in the right direction?
Aug
19
asked For what values of $x$ would $nx \equiv 0\pmod{(x-n)}$?
Aug
18
comment How many integer solutions to a diophantine equation
I don't understand how you can't discuss Project Euler problems when there is an entire tag with 44 questions about PE.
Aug
18
awarded  Editor
Aug
18
comment How many integer solutions to a diophantine equation
Yes it is, but no where in my question did I ask for an answer to the problem, I asked specifically for integer solutions when given $n$ and $p$. My actual question is purely mathematical.
Aug
18
revised How many integer solutions to a diophantine equation
added 97 characters in body
Aug
18
awarded  Supporter
Aug
18
asked How many integer solutions to a diophantine equation
Aug
15
comment Finding integer solutions to $m$ and $n$
Thank you Raymond.
Aug
15
comment Finding integer solutions to $m$ and $n$
I never said $r$ was an integer. The integers here are $m$ and $n$.
Aug
15
comment Finding integer solutions to $m$ and $n$
No, $r$ isn't an integer, the integers here are m and n. However r must be positive and non-zero of course.
Aug
15
asked Finding integer solutions to $m$ and $n$
Aug
9
accepted Finding positive integer solutions to $n = ax^2 +by^2 - cxy$
Aug
9
awarded  Scholar
Aug
9
accepted For what values of $q$ would $3n - q^2 \equiv 0\pmod{4q}$?
Aug
9
awarded  Student
Aug
8
asked For what values of $q$ would $3n - q^2 \equiv 0\pmod{4q}$?
Aug
7
comment Finding positive integer solutions to $n = ax^2 +by^2 - cxy$
So if $n = ab$ then $x = (5b-a)/2$ ?
Aug
7
comment Finding positive integer solutions to $n = ax^2 +by^2 - cxy$
How will this find me the integer solutions to x and y?
Aug
7
asked Finding positive integer solutions to $n = ax^2 +by^2 - cxy$