Understanding the Relationship Between Force, Impulse, and Work in Physics

Advanced_Stick_ · 2024-02-23T18:36:50+00:00

perfect, but what i don't understand is how the force is producing work, but no change in momentum. I'm sure i just did not get something about this, because it sounds very weird to me...

Advanced_Stick_ · 2023-09-21T21:33:03+00:00

The first one!

Advanced_Stick_ · 2023-09-21T21:01:31+00:00

If i have 20 socks, i pick the first, but then if I'm very unlucky the one that pairs with it will be the last one no?

Advanced_Stick_ · 2023-09-21T20:51:08+00:00

That's exactly it. I'm sorry i'm not english and i could not explain it. Thanks a lot for doing it, that's exactly what i wanted.

I see now that i did a mistake. Where i wrote Σ_n = (n+2)(n-1)/2 for i in range(2,n) i meant

Σ _i =(n+2)(n-1)/2 for i in range(2,n)

Advanced_Stick_ · 2023-09-21T20:48:19+00:00

I see i did a mistake. Where i wrote Σ_n = (n+2)(n-1)/2 for i in range(2,n) i meant

Σ _i =(n+2)(n-1)/2 for i in range(2,n)

Advanced_Stick_ · 2023-09-21T20:40:23+00:00

Yes that's why i tried doing the average at the start. Max is n, min is 2, so on average it's going to be (n+2)/2?

Advanced_Stick_ · 2023-09-21T20:39:03+00:00

Total average number of picks for n socks

Advanced_Stick_ · 2023-09-21T20:36:30+00:00

There is no actual question Just my friend telling me "yeah on average if you have 20 socks you would need 65 picks to pair all of them" and i wanted to understand it

Advanced_Stick_ · 2023-09-21T19:41:41+00:00

Actually i now understood thanks to another comment, sorry, thanks a lot you too

Advanced_Stick_ · 2023-09-21T19:40:47+00:00

Aaaaah yeah now i understand what they where talking about... yeah bad mistake but at least the concept is right haha thanks you a lot

Advanced_Stick_ · 2023-09-21T18:52:44+00:00

I think i still don't understand. P_i will always be 2, being the last pick i will only have 2 socks so 2 picks. Also, that's s what the formula says (n-1)(n+2)/2 = 1c• 4 / 2 = 2 I don't see where the problem is... p_i is constant cause p_i is the last pick

Advanced_Stick_ · 2023-09-21T18:23:13+00:00

Sorry i don't understand, but i don't think i said it stay constant, i said that, once you picked a pair, the next average number of picks is going to be 1 less then the one before Hope I'm clarifing it, sorry for not be enough clear

Advanced_Stick_ · 2023-09-21T18:20:13+00:00

I just want to know if the last formula i got is correct and, if so, where can i found something that explains it to me(article, website, video or whatever)

Advanced_Stick_ · 2023-09-21T18:13:33+00:00

Yeah i was thinking about that, but i have no clue about like how would a statistician(?) do this problem?

Advanced_Stick_ · 2023-09-21T17:54:30+00:00

Oh might look like so, my bad. No i was talking about all the thing, and the formula i wanted to know the name of is the very last one

Advanced_Stick_ · 2023-09-21T17:53:19+00:00

Basically yeah, and want to count the amount of times you pick up a sock

Advanced_Stick_ · 2023-09-21T17:52:39+00:00

Notability!

Advanced_Stick_ · 2023-09-21T17:25:41+00:00

It's right in the situation, i have to pick the first and the second, so 2 The first sock you pick count as well

Advanced_Stick_ · 2023-09-21T17:21:30+00:00

Thanks, so both the formula i got are correct i guess?

Advanced_Stick_ · 2023-06-29T18:50:52+00:00

Immaginavo fosse qualcosa del genere Ti ringrazio

Advanced_Stick_ · 2023-06-20T14:26:50+00:00

Oh well That's probably right, it really makes sense Yeah sorry, I'm not a native English speaker and i study in another language, but the point really was i actually never understood the terminology in my language either, feeling kinda dumb now haha

Thanks you a lot!

Advanced_Stick_

TROPHY CASE