'Scramble'.

At the intersection.

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

Vine and yucca they're all going to cross there.

At the next intersection, turn right.

He drives through.

Jami and their colleagues.

They also told us the y intercept at 0, minus 2.

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

King Willow now.

I want you to look up

Third and Racine?

It's the main intersection. We could head him off that way.

Found an intersection. Copy that.

Turn right at the next crossing.

Turn right at the next intersection.

So the equation, the line will look like this.

But the other two are somewhat questionable.

They tell us that we go through the point (0,8) notice x is 0, so we're on the y axis when x is zero, we're on the y axis, so this is our y interecept so b, we could say, we could do a couple of our y intercept is the point (0,8), or we could say b, remember, it's also (0,b) we could say b 8

Okay, I'm coming up on the intersection

Picture a car coming from here that wishes to go over here.

I like this one from the Belgian field office, where we met in a roundabout, precisely because the roundabout iconified the headless social movement that informs much social transformation, as opposed to the top down control of red light traffic intersections.

And that actually tells you where you're going to intersect the y axis.

The rest of us are standing by

Traffic camera picked them up entering a convenience store on Valley and 14th.

I think that's possible, because there is a corner of the death penalty debate maybe the most important corner where everybody agrees, where the most ardent death penalty supporters and the most vociferous abolitionists are on exactly the same page.

There's another scenario where they intersect in exactly one place.

Uh... how's Third d Racine?

Yeah, how's Third and Racine?

Well, let's see. The y intercept is right here.

Turn right at the next intersection.

There was an accident at the intersection.

Bayes' Theorem tells us the probability of both a and b happening.

Road design makes a difference, particularly intersections, of which there are two types signalized and unsignalized, which means stop signs.

What's the name of this intersection?

So these two lines or these two equations, you could even say, intersect at the point x is m inus six and y is plus 6.

Boston is a bit of a candy store.

If we have a diagnostic of the tunnel system, it might indicate a meeting place.

Could've known we were going

An accident took place at the intersection.

There was an accident at the intersection.

Box them in at that intersection.

Interestingly, it's done a crossover before, but not the crossovers that matter.

Maybe they're parallel.

Well, you can pause it and watch it again if you have.