00:01
In this problem, we need to match each of the given definitions with three given terms.
00:08
Now, first of all, if we have a look at the given terms, we can see that these are different types of data.
00:15
So, let us recall the ways we can classify data.
00:19
So first of all, we have two categories.
00:21
One is qualitative data, and the other one is quantitative data.
00:29
Now, basically, quantitative data is numerical data.
00:36
And if we consider qualitative data, that's non -numerical data.
00:44
And we can divide this quantitative data into two types.
00:50
We have discrete data and we have continuous data.
00:56
So discrete data, this can take on a discrete random variable.
01:02
Can take on countably infinite or finite number of values.
01:07
So it can take on a countable number of values.
01:12
So countable means either countably infinite or finite.
01:16
And continuous, when we consider a continuous random variable, that can take on uncountably many values.
01:25
So using this, we can match the given terms.
01:27
So the first one is data obtained by observing numerical values.
01:32
Which forms some interval of numbers.
01:35
So that will be continuous quantitative data...