ONTC Final Exam
ONTC Final Exam
আজকে কয়েক মিনিট আগেই সমস্যা দিয়ে দেওয়া হলো।
কাল রাত ১০ টার মধ্যে সমাধান জমা দিবে।
কাল রাত ১০ টার মধ্যে সমাধান জমা দিবে।
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One one thing is neutral in the universe, that is $0$.
Re: ONTC Final Exam
Are you sure problem 5 doesn't have any typos? Seems likely because otherwise the problem seems rather unsymmetric wrt the variables.
Re: ONTC Final Exam
Can anyone provide a translated version of problem 4? More specifically, are the $1993$ points inside the polygon or are they the vertices of the polygon? Moreover, are the vertices of the polygon all lattice points?
Last edited by rah4927 on Tue Sep 01, 2015 2:23 pm, edited 1 time in total.
Re: ONTC Final Exam
no problem even if there is typo in problem 5. all the same. As for problem 4, replace the word bindu with shirsho
One one thing is neutral in the universe, that is $0$.

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 Joined: Thu Mar 26, 2015 11:05 am
Re: ONTC Final Exam
the lattice points are the vertices of the polygons

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 Joined: Wed Aug 19, 2015 12:40 am
Re: ONTC Final Exam
Problem 5 e ki m+(1/mn) hobe?
Re: ONTC Final Exam
I will accept both of them, whichever you work with. The given one or the cyclic one.
One one thing is neutral in the universe, that is $0$.
Re: ONTC Final Exam
It seems everyone didn't understand that in problem $8$, $a$ is an infinite series after decimal which has all the prime numbers consecutively. I thought you all would understand what it really meant. Anyway, there is still time left before submission. So correct your solutions accordingly
One one thing is neutral in the universe, that is $0$.
Re: ONTC Final Exam
problem 3 solution: 2 ti bijor number er difference jodi 4 er gunitok hoy tahole sei 2 ta number er jogfol 4 dara nisheshe vag jay na.. kintu difference jodi only 2 er gunitok hoy tahole bivajjo hoy..... so je duita number er differ 4 er gunitok mane seitai hocce sei duita number er biyogfol.... so seita 4 dara nisheshe bivaggo..
Re: ONTC Final Exam
You just made a takla post lol Use english or bengali in bangla fonts
One one thing is neutral in the universe, that is $0$.