00:01
So we have many descriptions, and we have to fit each of these with a description.
00:05
We have f of 6 is equal to 2 .8.
00:10
We have inverse of f.
00:13
So f inverse of 6, it's equal to 9.
00:18
The first derivative of f of 6 is equal to 0 .3.
00:25
And finally, the inverse of f first derivative of 6.
00:31
6 is equal to 2.
00:34
And we have many descriptors, but the f in this case is the number of centimeters of rainfall that has fallen since midnight.
00:47
So with that, that means that for our first one, we have that at after 6 hours, 2 .8 centimeters of rain has fallen.
01:04
And that one lines up with, let's see, number six.
01:16
So that is your interpretation for a.
01:20
Now, f inverse of six, what is the inverse of six have to do, right? well, the inverse equation would be saying six inches has fallen when, well, or six centimeters of rain has fallen.
01:42
When.
01:43
Well, because if you think about it, we have time and then we have an amount of rain.
01:49
So this inverse is saying the amount of rain at what time.
01:54
So we have six centimeters at what time and that is nine.
01:59
So this one is saying after, should be something around nine, after nine hours, six or centimeters of rain has fallen...