00:01
So in this problem, we need to explain how to convert from grams of one substance into moles and then grams of another using a balanced chemical equation.
00:12
The first one they give us, we have sodium plus chlorine.
00:19
Remember, chlorine is diatomic, so it's cl2, producing an acl in a synthesis reaction.
00:26
They tell us the mass of the sodium, and we need to convert.
00:33
Into moles and then grams of cl2.
00:37
Before you do anything, you have to balance this equation, the only thing we need to do is to put a two in front of the nacl and then a two in front of the n .a.
00:47
That will let us balance that equation.
00:50
So we're in grams of n .a.
00:54
In order to get to moles of n .a., we're going to have to divide by the molar mass, and i'm going to use this a lot, so i'm going to refer to this as capital mm.
01:10
When i write it from now on, we're going to divide by the molar mass of n .a.
01:18
To get to moles.
01:22
From there, we need to use coefficients.
01:31
Those are from our balanced chemical equation in order to convert from moles of n .a.
01:41
Two moles of the cl2.
01:50
That answers the first part of the question.
01:52
From here, i'm going to multiply by the molar mass of cl2 in order to get to grams.
02:02
You will see as we go, these are all going to follow this same basic pattern.
02:08
In b, we have mercury 2 oxide, and that is going to decompose.
02:17
It's going to break down into hg plus o2.
02:21
Remember, oxygen is diatomic.
02:24
Balance it out by putting twos in front of both mercury -containing compounds.
02:33
So first thing we're going to do, they gave us the mass of hgo.
02:39
So i need to divide the mass of hgo by its molar mass.
02:53
That gets me to moles.
02:55
Okay.
02:56
After i'm in moles, i'm going to use coefficients.
03:06
This will allow me to convert from moles of hgo to moles of o2.
03:19
And lastly, i'm going to multiply by the molar mass of o2 to get that into grams.
03:27
Same exact pattern as the one above it.
03:30
This is going to be the way you have to manipulate all of these problems in order to solve them.
03:38
The next one, we have n -a -n -o -3, decomposing to form n -a -n -o -2, and oxygen.
03:50
We have four oxygens on the product side.
03:52
We have three on the reactant side.
03:54
You need to get this to be even, because otherwise the three is never going to work with the even on the other side.
04:04
So start by putting a two there.
04:06
That gives me six oxygens...