Search found 172 matches
- Mon Mar 28, 2011 7:31 pm
- Forum: Combinatorics
- Topic: Probability: coin toss
- Replies: 7
- Views: 4980
Re: Probability: coin toss
A valid sequence is a sequence of tosses which doesn't contain a pair of consecutive heads. Lets define three sequences : i) $T_1=2,\ T_2=3,\ T_{i+2}=T_{i+1}+T_i$ i) $t_1=1,\ t_2=2,\ t_{i+2}=t_{i+1}+t_i$ i) $h_1=1,\ h_2=1,\ h_{i+2}=h_{i+1}+h_i$ Notice that if the coin is tossed for $k$ times, the nu...
- Sun Mar 27, 2011 6:47 pm
- Forum: Geometry
- Topic: Game of pool? (own)
- Replies: 6
- Views: 4749
Re: Game of pool? (own)
I will explain my solution later (Sorry... actually I don't have enough time to write it right now )
I just want to be sure about the solution. Is it?
I just want to be sure about the solution. Is it
- Mon Feb 21, 2011 6:49 pm
- Forum: Secondary Level
- Topic: Circle is symetric about diameter
- Replies: 11
- Views: 8144
Re: Circle is symetric about diameter
the reflection of A and B are ACP and BCQ. Actually the term 'reflection' is almost same as physics as Moon vai said. So the reflection of a man will be a man, a tree will be a tree, a line will be a line, a point will be a point. Probably you didn't mean reflection here. Please attach a photo (you...
- Thu Feb 17, 2011 8:39 am
- Forum: Secondary Level
- Topic: Circle is symetric about diameter
- Replies: 11
- Views: 8144
Circle is symetric about diameter
Easy to prove but interesting :
$A$ and $B$ are two points on a circle and $C$ is a point on diameter $MN$ such that $\angle ACN=\angle BCN$
Prove that $AC=BC$
$A$ and $B$ are two points on a circle and $C$ is a point on diameter $MN$ such that $\angle ACN=\angle BCN$
Prove that $AC=BC$
- Wed Feb 16, 2011 7:48 pm
- Forum: Computer Science
- Topic: number of common divisors
- Replies: 4
- Views: 4172
Re: number of common divisors
আমি জানি না এইটা কাজ করবে কিনা। তবে চেষ্টা করে দেখা যায়। একটা সংখ্যা যদি a,b কে করে তাইলে তাদের gcd কেউ ভাগ করবে। input দেওয়া সংখ্যা ২ টার gcd বের করে তার উৎপাদক সংখ্যা বের করা যায়। এক্ষেত্রে আরকি একটা সংখ্যার prime power factorization করা লাগতিসে, আগে যেখানে ২ টা সংখ্যার করা লাগতো। gcd বের করতে ...
- Sat Feb 12, 2011 6:59 am
- Forum: International Olympiad in Informatics (IOI)
- Topic: National Informatics Olympiad 2011
- Replies: 21
- Views: 17850
Re: National Informatics Olympiad 2011
2010 e HSC dise ba tar por HSC dibe emon sobai allowed.
btw, chorom boka ta ke?
btw, chorom boka ta ke?
- Wed Feb 09, 2011 9:23 pm
- Forum: International Olympiad in Informatics (IOI)
- Topic: National Informatics Olympiad 2011
- Replies: 21
- Views: 17850
Re: National Informatics Olympiad 2011
হুম, তবে আশার (বা দুরাশার) কথা হইল বেশি লোকজন উৎসাহী না
গতবার ৪.৩০ টার দিকে result দেয়া হইছিল মনে হয়...HandaramTheGreat wrote:সবকিছু শেষ হতে আনুমানিক ক'টা বাজতে পারে?
- Wed Feb 09, 2011 1:42 pm
- Forum: International Olympiad in Informatics (IOI)
- Topic: Algorithms
- Replies: 9
- Views: 8626
Algorithms
Can anyone suggest some useful algorithms? For example, I have just learned Dijkstra's algorithm.
If possible please give some links also.
Important: Please don't think that, Zzzz probably knows this 'easy and wellknown' algorithm, so I need not to suggest it.
If possible please give some links also.
Important: Please don't think that, Zzzz probably knows this 'easy and wellknown' algorithm, so I need not to suggest it.
- Wed Feb 09, 2011 7:03 am
- Forum: International Olympiad in Informatics (IOI)
- Topic: National Informatics Olympiad 2011
- Replies: 21
- Views: 17850
Re: National Informatics Olympiad 2011
not only problem set, a computer also should be provided to each of them
- Tue Feb 08, 2011 8:35 pm
- Forum: Secondary Level
- Topic: Prove P is prime
- Replies: 7
- Views: 4978
Prove P is prime
If $P$ divides $(P-1)!+1$, prove that $P$ is a prime.