00:02
Hi, in our problem, we are given the limits of negative 3 as x approaches 2.
00:09
We're active on that limit, and we're active on the limit of 3x as x approaches 0.
00:15
Now, this problem touches on limits and continuity and the limits of functions using the properties of limits.
00:23
Or, as i like to think about it and better explain, it's that we're using the established knowledge that we know about limits, something that we're.
00:30
We've seen a pattern that's been consistent with limits when you know these properties of them and realize these properties.
00:38
And when looking at the limits that we're given, and we can see that the property we're using, or more so the proper way to handle limits in this case, is just to plug in, which is, it should usually be a first step when you have the limits in most cases.
01:00
It's just to plug in the value as x approaches, the value that x is approaching.
01:06
So this value, we can just, you know, journalize it as a.
01:11
And then f of x.
01:17
So wherever you see that, let me just, let me just, it's just f of a...