0:00
Have you, buddy.
00:01
So this is basically saying it's a use of non -religious, um, relativistic formula justified in the bor's atom.
00:09
And here we have the bor's, um, quantum condition.
00:21
And if i can make quantum look nice for everybody, quantum condition.
00:34
There we go.
00:35
And that's going to be your mass times plus, three times the radius, we have kin, equals, the n or your energy state divided by two pi.
00:50
Two pi.
00:51
There we go.
00:52
And so we need the grand state, and we're going to get the v over.
00:57
So if we're going to do the v over for your velocity, you have h, your pump's constant, actually.
01:08
Just skip the state.
01:09
So you want to add the first or the grand state.
01:14
So your grand state is going to be, your grand state is going to be easier.
01:19
One so here we go let's go one there we go now i'm not skipping it doesn't matter if you put everything over so if we do this here we got m vr and and this is going to meet to the one and then we have one here plunks constant time to five we're going to do this okay and we can do that ahead of time too which was i was about to do but but we can just do it this way.
01:54
So 2 pi r1m.
01:57
Okay.
01:59
And now we're going to plug in all the information.
02:01
So we have funks constant, which is 6 .63, times 10 to negative 34 joules per second.
02:12
And this is 2 pi times the radius here, which is going to need 9 .1, the bro is coming to me...