00:02
This is a marathon, and they're only paying two bucks, so i'm going to go super fast and hardly talk.
00:22
We've gone back in time.
00:24
We have the following data.
00:51
Reacts with, and then this is reacts with, 0 .095 grams of gas b, 0 .401 grams of gas c, 0 .374 grams of gas c.
01:18
Okay, assuming the simplest formulas.
01:36
Construct a table of relative masses.
01:47
Okay, let us begin.
01:51
I got to go down and see what's next because this is on another page down here, so it's sort of hard to see.
01:57
Okay, there we go.
02:04
And excuse me a second here while i get to this problem.
02:10
So we've got gas a, gas b, gas c.
02:15
Very good.
02:29
So for each set of data, we're going to divide big by little.
02:46
And let's call this one, two, and three.
02:50
So for one, we're going to take 0 .602 divided by 0 .0.
02:58
Did i write this one wrong? i think i did.
03:05
0 .295.
03:10
And that equals 2 .04a to 1 .00b.
03:23
For my second one, i've got 0 .401 divided by 0 .172.
03:33
That equals 2 .33 of c and 1 .00 of b.
03:42
And for my third one, i have 3 .74 divided by, whoops, 0 .374 divided by 0 .320, and that is 1 .17c to 1 .00a.
04:06
Okay, that's my first part.
04:11
So if to get whole numbers, i'm going to multiply this side time, i'm going to multiply everything by three.
04:47
So what i'm going to get here is my data set 1, 2, and 3, a, b, and c.
04:58
I only need a and b.
05:06
If i multiply my first one by 3, i get, if i multiply this by 3, what was my last one? when b is 3, this is 6 .1.
05:41
When b is 3, c is 7.
05:53
And when b is 3, this would also have to be 7.
06:04
When a is 3, let's see here.
06:23
2 .33 is not.
06:25
2 .33 times 3 is, whoops, 7.
06:31
And then if this one, for my third trial, this one is 3, this one is 3, this is 3 .5.
06:44
Okay, so there's where i am so far.
06:48
What am i supposed to do here? i've got to go back to my table.
06:51
See what i'm supposed to do.
06:58
Construct the table of relative masses.
07:07
If this is three, this is still 6 .1.
07:11
If this is 3, this is still 7.
07:15
So these are my relative masses right here.
07:20
This is a marathon.
07:22
They're only paying 2 bucks, so i'm going to go super fast and hardly talk.
07:28
Okay.
07:28
We've gone back in time.
07:42
We have the following data.
07:46
Okay, i had to stop for a moment.
07:48
Anyway, that is my simplest formulas, constructing a ratio of relative masses.
08:02
Then my next part, let me get down to my next part, knowing history.
08:09
We know if he does volumes.
08:12
Okay, so six volumes of a, react with one volume of b to give four...