00:01
When we're doing our proportion equations, we're going to have an x that is equal to something proportional to another thing.
00:09
So in this case, we have our generic k, as always, we always have a generic k that is either directly, which means it's multiplied or inversely, which means it's divided by something, right? so let's say if a is inversely proportional to b, we'd have a equals k over b.
00:39
Let's take a look at this problem, where we have a 1 minus p that is proportional.
00:45
They don't so directly, but it's proportional to the product of x, y.
00:53
So it is proportional to the product, which means they're multiplied by each other, of x, y and z.
01:02
Excuse me, for that there, x, y, and z...