This would be intersection of the plane and the bottom cone.

looking straight down on this plane, that intersection would be a circle.

The intersection of this plane and this cone is going to look like this.

So to put things simply because they're the intersection of a plane and a cone.

And then up here would be the intersection of the plane and the top one.

The intersection between this green plane which represents by this and our original plane up here, is going to be a line.

And so this is kind of the intersection of this plane with this top, right, up octant.

So if my plane looks like this I know it's very hard to read now and you wanted the intersection of this plane, this green plane and the cone I should probably redraw it all, but hopefully you're not getting overwhelmingly confused the intersection would look like this.

This is an intersection.

A crumbling afternoon intersection

In this case the intersection of the plane and the cone is going to intersect right at that point.

Our other point of intersection

Plane

Plane

Plane?

You can almost view that I'm pivoting around this point, at the intersection of this point and the plane and the cone.

Or it's a kind of intersection.

So that's the first quadrant intersection.

Please go to Seonjeong University intersection.

Box them in at that intersection.

Now the intersection of this plane, which is now not orthogonal or it's not perpendicular to the axis of this three dimensional cone.

Cartesian plane.

A plane.

This plane.

That plane!

The plane...

Nice plane.

This intersection had been bland and anonymous.

This intersection would look something like this.

My second quadrant intersection, of the normal

We're around three minutes off the intersection.

Go down that way to the intersection.

Is that plane fuelled? Is this plane fuelled?

If you take the intersection of that plane and that cone and in future videos, and you don't do this in your algebra two class.

That ye shall journey on from plane to plane.