Well, we're traveling faster than L.S. right?

Ann at point A and Betty at point B.

They travel to each other at constant speeds.

So this distance right here is 100 meters. And it's moving with some velocity.

So let's say that Ann is traveling with velocity A and Betty is traveling with velocity B.

If the velocity of B was 0, if this green train was really stationary, then we'd be moving relative to this train with velocity A.

So this distance right here is what?

Is this the fast way you've mentioned?

This is analogous to increasing the temperature of the reaction mixture.

Then turns around and rides to the rear of the column.

He called them partons.

With blood and oxygen being pumped through an advanced heart, they could now travel at higher speeds.

Now, if we look at the sequence, green, green, green, green, green, we first don't move at all, then move right, down, down, and right, you find that the most likely match in this world is we first sense this green over here.

That's the one way distance.

Motorway

And he is going to, while the whole column is going forward with the velocity, v, he's going to go to the front of it.

Cars were not meant for parallel parking they're wonderful machines to go between cities, but just think about it we've solved all the long range, high speed problems.

A high value for the acceleration multiplier will lead to large movements of the mouse pointer on the screen, even when you only make a small movement with the physical device.

All the measurements are green.

Higher temperature means particles are moving faster.

OK, but they don't say that they're all traveling at the same speed.

You are none of those things.

To vibrate rapidly

So this could be velocity of Alice, lowercase a, velocity of Bill, and then this is the velocity of Chelsea.

So they're all facing in that direction standing in the same line.

It says you're moving 10,000 feet per second faster than you really want to be to get back to your gas station.

And if you just look at how technology has been applied, we've solved all the long range, high speed, high volume,

But I said that we have to also if I just shifted this function, you would have all this other stuff, because you would have had all this other stuff when the function was back here still going on.

Go back in.

And we move 600 meters relative to the front of train

Move!

Move!

What you're also going to need to know is the speed of light.

I think I really do I love my airplane, and cars on highways moving 60 miles an hour are extraordinarily efficient, both from an engineering point of view, an energy consumption point of view, and a utility point of view.

And just like that, we have the magnitude of the velocity or we could say the speed of the object as it goes around in a circle

And then he's going to go to the back and they want to know how far did this whole column move.

You've got to get higher!

So, over time 1, how far does the column move?

Move?

Go on.

Move, move!

You can run any program by pressing and holding the CYCLE START button

The answer is to translate, rotate, and then use the inverse translation.

So, relative to this train, we move from right here, we move 400 meters.

Vector a would have taken any arbitrary point here and shifted it that way.