00:01
For an accurate picture of this x equals y q minus y, i would just examine the fact that it's going to look something like this.
00:13
And it doesn't really matter which one that we consider because we also have x equals zero.
00:20
It's just the straight up and downline whether you're considering this area and adding to it this area.
00:26
But they're also going to be equal to each other.
00:29
So what you could do is just figure out one point of intersection, well, i guess two, because it's at x equals zero and also at, or i should say, y equals zero and y equals one, because one q minus one will also give you zero.
00:47
And do that same function.
00:49
I'll write it in this color y q minus y, d, y, make sure that you have a positive area because we, even though this would give me a negative.
00:59
Answer, we want the positive, and then double it because this other area will be equal to that...