Recent content by Ahmed Abdullah

Obviously in a biome consisting of high density of carnivorous plants any insect that can recognize these plants or at least recognize organs associated with carnivory will get fitness advantage. So it seems a very natural thing to evolve from insects point of view. Has it happenned? If yes...

Here is another video

http://www.dailymail.co.uk/news/peoplesdaily/article-3493639/Four-year-old-boy-miraculously-survives-run-minibus-China.html

Following is from Wolfram Mathworld "A topological space, also called an abstract topological space, is a set X together with a collection of open subsets T that satisfies the four conditions: The empty set is in T.X is in T.The intersection of a finite number of sets in T is also in T.The...

I am interested in the cases where people are fixed. For example if we have 4 people , 2 are good at computer and 2 are math then it is impossible to have 3 people good at both computer and math. Which is different than your approach. The formula I have derived is P(r)= C(N,r)*C(N-r , m-r) *...

Actually I am interested in the cases where resources are limited (4 people, 2 math guy , 2 computer guy in the example)

The formula I have derived is P(r)= C(N,r)*C(N-r , m-r) * C(N-m, c-r) / ( C(N,m) * C(N,n)) N=Total people m=number of people good at math c=number of people good at computer r= number of people good at both I am assuming it is correct but it contains large N, m and c. I guess i have to use...

If we have 4 people with 2 people good at math and 2 people good at computer. According to your formula we get a non zero probability for r=3 .

What if being good at math and computer science is independent of each other.

Of total N people, m people are good at mathematics and c people are good at computer science. What is the expected number of people good at both mathematics and computer science? Or what is the probability that r people are good at both mathematics and computer science. I have derived the...

I know. And I found it extremely helpful. What I meant by "Now I know" is that, I can find out notation for any position by simply solving it by the cube solver. Actually it was the best thing that happened on the day. Thanks. :)

Thank you very much. Now I know.

But how I'll convert that position to L R U D notation?

I am not going to do that :)

Is it easy to find? For example 10 divides the 1260 (order of ). How I am going to find an element of order 10 from this ... ??