00:01
We have the following information, and we need to match the graphs with the given scenarios.
00:08
So store a sells cheese for $8 per pound, so that means it has to start at zero.
00:13
So that matches with graph l.
00:16
Store b sells the same cheese of b dollars per pound, and a customer has a coupon.
00:21
So at zero, it has a coupon of $5 off, so it's going to start below the x -axis.
00:28
So that matches with k.
00:31
Stored c has a $10 delivery fee, so it has to start at 10, so that matches graph of j.
00:37
So then we find our slopes, which is our cost per pound.
00:43
So for store a, we have our slope, which is changing y over change in x.
00:55
So store a, we go to 20 minus 0, and we go across 5 over 0.
01:05
So that comes out to be four.
01:10
So that's $4 per pound.
01:14
Store b, change in y over change in x.
01:21
That's also 20 minus 0.
01:27
But this one is 5 minus 1 because it starts here.
01:32
So that's $5 per pound.
01:39
And store c, you go to 25 minus 10.
01:48
And then it's 5 minus 0.
01:52
So that comes out to be 15 over 5, which is 3.
01:57
So this one costs $3 per pound.
02:03
So letter c, the coupon, so our coupon is $5 off, and that store costs $5 per pound...