So this point is equivalent to that point.

Like that point and that point.

Where you're completing, between that point and that point, you're completing one entire cycle to get exactly back to that same point.

And, if we went from that point to that point, what happened to x?

I want to point out here at this point that

Now, this point is clearly equidistant from that point and that point.

A to this point is going to be equal to that point to C.

C to this point is going to be equal to that point to B.

That is a point to point replacement of coordination with planning.

How much do we rise when we go from that point to that point?

Looks something like that, and then we draw it from this point to that point.

It's that there is no point and that there doesn't have to be a point.

And if I were to measure the distance from this point to this focus, let's call that point d3, and then measure the distance from this point to that focus let's call that point d4. d4.

You could plot that point there, or that point there just to confirm that that's the case.

Point to Point

When you're tangent at point A, that means your tangent to the radius at that point.

So what's the slope between that point and that point?

So if I think that point it maps it to the point 2.

But, of course, we want to find the limit at this point gets closer and closer to this point, and this point gets closer and closer to that point.

How far is this point from that point?

And that was a turning point, that was THE turning point.

In this video, we're going to try to figure out what is the coordinate of the point that is exactly halfway between this point and that point?

And when I say exactly back to that same point, this point doesn't count.

Because the problem wants us to find that point, the maximum point of intersection.

At that point, he had to go.

That leads me to my final point.

To them that was a minor point.

I should like to stress that point.

At that point, what's going to happen?

To the point... At that brutal age...

I want to go through that point.

And when you get to that point

And to make that point 100 clear,

It's a physical infrastructure that allows us to get from point A to point B and move things that way.

That point right there, the point 0, minus 2.

Up to that point, Black women writers were marginalized to the point that they were unable to present themselves as central characters.

And it's tangent at point B, so it's perpendicular to the radius at that point.

This is going to be this point right here or this right there, that point.

Essentially the graph is monotonic from this point to this point and this point to this point.

So that point will be on it, that point, and that point, and I'll just connect the dots with a dotted line.

I'm just saying, if we go from that point to that point, our y went down by 6, right?

So let's call that point A, point B, and then point C right over here.

So that means that the distance from here to here, from O to the intersection point is equal to the intersection point to B.

But I just wanted to point that out.

So it has to go through that point.