Solving regional BdOI Dhaka-2013
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- nafistiham
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Informatics regionals are over. So, I suggest we should talk about the problems. I would be glad to post those problems, if they were not that much big.
I wish someone could post any pdf version of the problem set.
I wish someone could post any pdf version of the problem set.
\[\sum_{k=0}^{n-1}e^{\frac{2 \pi i k}{n}}=0\]
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- kfoozminus
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Re: Solving regional BIOC Dhaka-2013
there was same question in all divisions, and hey... it's BdOI, not BIOC(it actually means Bangladesh Informatics Olympiad Committee)
এক জন যদি একটা করে পোস্ট করে তাহলেই তো দশটা হয়ে যায়... i'm posting number 10(oh yeah! i liked it!)
$10.$ $n$ pigeonholes are kept side by side in a row. you want to put pigeons in some of the holes in a way that for every $k$ consecutive holes there will be exactly $m$ holes with a pigeon. There shouldn't be more than one pigeon in a hole.
For example,
For $n=4$, $k=3$, $m=2$, a solution can be $PP.P$(here $P$ means a pigeon and $.$ means a hole), but $.PPP$, $PPP.$, $P.P.$ or $PP..$ aren't solutions.
$1.$ write a general formula to find the number of solutions for $n$, $m$ and $k$
$2.$ $n=5$, $k=3$, $m=2$
$3.$ $n=1000000000$, $k=30$, $m=25$
এক জন যদি একটা করে পোস্ট করে তাহলেই তো দশটা হয়ে যায়... i'm posting number 10(oh yeah! i liked it!)
$10.$ $n$ pigeonholes are kept side by side in a row. you want to put pigeons in some of the holes in a way that for every $k$ consecutive holes there will be exactly $m$ holes with a pigeon. There shouldn't be more than one pigeon in a hole.
For example,
For $n=4$, $k=3$, $m=2$, a solution can be $PP.P$(here $P$ means a pigeon and $.$ means a hole), but $.PPP$, $PPP.$, $P.P.$ or $PP..$ aren't solutions.
$1.$ write a general formula to find the number of solutions for $n$, $m$ and $k$
$2.$ $n=5$, $k=3$, $m=2$
$3.$ $n=1000000000$, $k=30$, $m=25$
jannatul ferdows jenny
https://sites.google.com/site/mathprogrammingbooks/
https://sites.google.com/site/mathprogrammingbooks/
Re: Solving regional BIOC Dhaka-2013
Hint:kfoozminus wrote: $10.$
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Re: Solving regional BdOI Dhaka-2013
You can get the PDF question paper in this topic.
http://www.matholympiad.org.bd/forum/vi ... =32&t=2529
http://www.matholympiad.org.bd/forum/vi ... =32&t=2529
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Nur Muhammad Shafiullah | Mahi
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Re: Solving regional BdOI Dhaka-2013
Anyone help me with the solution of number 6??
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Re: Solving regional BdOI Dhaka-2013
The solution is quite straightforward.Labib wrote:Anyone help me with the solution of number 6??
1. Send the largest element of the $k$ element stack at the end with at most two 'reverse' moves.
2. Continue with the $k-1$ element stack.
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- Fatin Farhan
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Re: Solving regional BdOI Dhaka-2013
how can i start learning programming
Re: Solving regional BdOI Dhaka-2013
http://www.matholympiad.org.bd/forum/vi ... =34&t=1580Fatin Farhan wrote:how can i start learning programming
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