00:01
For this problem, let us begin with the following.
00:03
First, let r be the region in the x and y plane bounded by the following two curves.
00:15
First, we're given the curve x equals 3 minus y squared and the second curve is x equals y plus 1.
00:25
So let us begin by sketching the curve.
00:28
Here is my y axis and then let us add some x axis to this.
00:34
So there is the x axis.
00:37
The first curve is a parabola which is sideways, which is facing to the left.
00:42
So we have something like this.
00:44
Next, we have a line and the line has a positive slope and pretty much it looks something like this.
00:56
The two curves intersect twice and the first point of intersection on the left side will occur at the point (-1, -2).
01:07
But the important value is the y value at (-2).
01:11
The second point on the right side will be the point (-2 ,1)...