00:01
It's more of a free response.
00:02
There's no set answer as long as you, like, sufficiently explained what the prompt is asking.
00:09
I think, like, this, you know, you'll get full credit on this.
00:14
So essentially, we're trying to find, we're trying to understand really what connected components are.
00:21
And to do that, this question asked, what do connected components on acquaintanceship graphs mean? well, so if we if we know what in the, first we must know what an acquaintance chip graph is.
00:42
And then once we do that, we try to apply the definition or the concept of a connected component onto said acquaintances graph.
00:52
And so to review in case you forgot or you don't know, the essentially vertices, right, graphs are made of vertices in eddard.
01:02
The vertices and acquaintance graphs are individuals in a group, just different people.
01:10
And there are edges between them if they are acquainted, right? so essentially, if you have a bunch of people here, they're represented by vertices in this graph, and let's say these two people are acquainted with each other, well then you can draw an edge between them.
01:34
If these two people are acquainted with each other, then we can draw another edge between them.
01:40
Let's say these two people aren't, right? then we don't draw an edge between them.
01:44
And this goes on for every pair of vertices.
01:47
We ask the question, are the people represented by these vertices acquainted with each other, right? for example, so an acquaintanceship graph may look something like this.
02:00
And so essentially an edge means that you're acquainted with one another, and the vertices represent individuals...