00:01
So for part one, we're going to determine the density of a liquid.
00:03
The first thing we're going to do is we're going to measure the mass of a 10 -millimeter graduated cylinder.
00:09
So we're going to say our graduated cylinder or our grad cylinder, we're going to say this weighs 25 .4 grams.
00:24
Now we're going to measure approximately 5 milliliters of rubbing alcohol, and we're going to add it to the graduated cylinder.
00:31
And then we're going to measure the mass of the graduated cylinder and our alcohol.
00:37
So we're going to shorten this to gc plus 5 milliliters of our rubbing alcohol.
00:46
And our new mass is approximately 29 .4 grams.
00:54
So using the mass and the volume of the liquid, we can determine its density.
00:59
So how we do that is we take our final mass, which is 29 .4 grams, we subtract out the mass of the graduated cylinder, and we're left with 4 .0 grams.
01:15
So then what we do is we take a look at the units of our density.
01:22
In this case, our units are grams per millimeter.
01:27
So then we just put the numbers that match those units in the right order.
01:32
So we have 4 .0 grams over 5 .0 millimeters.
01:41
So in this case, it comes 4 divided by 5, which is approximately 0 .8 grams per milliliter.
01:52
So now we're going to repeat these steps using 7 millimeters of alcohol...