00:01
So we have angela who wants some money, then she's going to spend some and give some to chloe, and then she's going to end up giving something to pamela.
00:09
Well let's see how much she's going to end up...
00:12
How much did angela have to begin with? well let's start with x.
00:16
Okay, so now she's going to spend 120 of that, so we're going to decrease that by 120.
00:22
Now she's going to give 60 % of what she has left to chloe, so that means she's going to take 60 % of this, .6, and give that to chloe.
00:34
So now chloe has .6 of what angela had.
00:39
So what's chloe going to do? she's going to spend $80, so we're going to decrease that by 80.
00:47
Now she's going to give half of what's remaining to pamela.
00:52
So pamela, she's going to take half of this, which is .5, and give that to pamela.
00:58
So now pamela has .5 of this .6, x minus 120, minus 80.
01:05
Now what's pamela going to do? pamela's going to spend half of that.
01:11
So she's going to spend half of this amount, well what's half of that? i don't know.
01:17
We're going to take one half of that amount.
01:20
So i'm going to need to get a little more room here.
01:22
One half of that .5, .6, x minus 120, minus 80.
01:31
So she's going to spend half of that.
01:33
So there we go, that goes in that parenthesis there.
01:36
So now what? she's left with one, what is it? i'm looking, i have to re -look at the problem, let me find the problem again.
01:50
And she's left with one tenth of what angela won.
01:57
Well what did she win? she won x amount.
02:01
So when she, that means this expression is going to have to equal one tenth of what angela won.
02:06
So now we have an equation.
02:09
Let's go get that all simplified out.
02:12
So i'm going to come over here and i'm going to just say .5, that's going to be .6 x minus 720...