SuicideFuel Problem

[trying to ascend]

Consider the set D = (1≤ n ≤ 365) and H ⊆ P(D) formed by all subsets of D with 2 elements. Randomly choosing an element B ∈ H, what's the probability that the sum of its elements is 183?

 

[trying to ascend]

This

Ok, brag even more and solve the question

 

[trying to ascend]

Since you know how to do it, do it instead of bragging

I don't know how to do it, otherwise I wouldn't post it here looking for solutions

 

[trying to ascend]

What do you think this is, a math forum?

No, but there are no rules forbidding math questions either

 

[Darkness to light]

Cope

 

[Luzifer]

Why are you doing such stuff, do u go to school?

 

[trying to ascend]

Why are you doing such stuff, do u go to school?

Yes

 

[Luzifer]

Yes

Damn so young and so lost, that you are do u even tried?

 

[NoBitches]

So what from I gather H would have element (1,2),(204,183) ect....
This would mean there is exactly 182 element that sum up to 183
There are 365*364 distinct elements
This is assuming we are consider (1,2) distinct from (2,1)
182/(365*364)=1/(365*2)=1/730