00:01
So in this problem, we have a distribution of plants in a planter.
00:05
The planter is said to be eight square meters.
00:13
And we have a distribution of tomatoes, eggplants, and turmeric.
00:16
Here's a quick representation.
00:18
The real planter is in the problem.
00:22
And we want to compare these population distributions of the three different types of plants to the ones given in the problem.
00:32
So we can look at the tomato plants, and we see that they're kind of interspersed.
00:35
Through the whole bed and there's not a very specific pattern to it.
00:40
So the tomato plants would be a random distribution.
00:45
And then the egg plants were in four rows of four in straight lines and consistent through the whole bed.
00:52
So that is a regular distribution.
00:59
And then the turmeric, just in this one small corner here is clumped as all of the plants are clumped together.
01:11
So that's the three different patterns and represented in the plants.
01:15
And in part two, we want to look at population density.
01:24
And so we want to use the formula given.
01:27
The density is equal to individuals over area.
01:37
Now we need the count of individuals...