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got 8 ordered solutions

@shashank how many solutions do u get?

@pjmaths i got 8 too

Our question was slightly different. It was $bc+4$ and $ac+4$ as opposed to $bc+1$ and $ac+1$.

shashank123 wrote: Our question was slightly different. It was $bc+4$ and $ac+4$ as opposed to $bc+1$ and $ac+1$. dear Shashank, It would be highly grateful if u post the questions of ur region

@Shashank which region r u frm?

will this be accepted?

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very easy question for rmo my solution = we easily get $a^3-b^3=a-b$ which gives either $a=b$ or $a^2+b^2+ab=1$ for second case $a^2+b^2+ab=1$ we easily get that $c=-(a+b)$ and hence $a^2+b^2+c^2=2$ this kills the question.

All, I am from Karnataka. I believe the questions have been posted already.