00:01
In this question, we are told that we have a decay process that goes through a series of half a particle and beta particle emission from uranium 235 .92 to lead 20782 pb.
00:22
Okay.
00:23
So we have to figure out the number of half particles and the number of beta particles of the beta decay and the alpha -de -particles that involve going from.
00:31
From uranium 235 to lead 20782.
00:36
So the first thing we need to do is to subtract the mass number from one another and the proton number from one another.
00:44
So if we subtract a mass number 235 from 207 from 235, we're gonna have 28 mass number and 10 proton number.
01:00
So this is proton.
01:04
And this is proton plus neutron.
01:11
So another thing to bear in mind is that we say it goes through half a decay and beta decay, so minus 1 electron.
01:24
So what we just have to do at this point is to run through a number of things.
01:31
So if you look at this, you realize that the beta particle, it has no mass number.
01:40
So that means it will not be contributing to the mass number 28.
01:46
So the only one is the helium, which is four mass number.
01:52
So it's going to be contributing to this 28.
01:55
So to determine the number of helium particles that will be emitted, we have to say 28 divided by 4 and that will be 7.
02:06
So straight away we know we have a 7 half a decay.
02:16
Okay.
02:19
So why don't we just go ahead and do it? so we have a 23592 uranium.
02:28
Go to 4 to h .e.
02:33
There should be plus 90x.
02:37
Just keep using hex.
02:38
Also can be checking the predictive every time...