They all travel to the east at constant speeds.

So this distance right here is what?

They've matched our speed.

She arrives at the station at 6 o'clock.

Match our speed and bearing after breakaway.

And regardless of which direction they're facing, it assumes that they're always going at the same velocity.

And each one of them will then yield errors in the estimates of the peculiar velocity.

Opposite charges attract.

I paid about one million dollars for that machine.

Well, the cones fell at the same speed.

So we had to chase this in the submersible for quite sometime, because the top speed of this fish is one knot, which was the top speed of the submersible.

Well, we can already set up a relationship between vb and va, because this distance is the same.

They will be all falling towards the middle.

Jim runs as fast as Ron.

I'll specify that by v I want to be clear. This is not vector quantity.

If I now run this, I get for my x vector approximately 16 the number over here, approximately 8 the number over here.

It took her 30 minutes to travel that far.

If we subtract 400 from both sides, we get 12 times

Divide both sides of this equation by 12.

So let me draw a slightly different one where velocity is changing so let me draw a different situation where you have a constant acceleration the acceleration over here is going to be 1 m s s, so 1 m s 2 and let me draw the same type of graph (although it's going to look a little different now)

We'll call this one number 3.

(Cheering) (Applause) They're almost the same.

So, an object will continue moving or staying at the same place unless something changes it.

We know it in terms of Ann's velocity.

Following Ziva. Even the dogs are tired.

So we know that 30 times Betty's velocity is equal to 20 times Ann's velocity, 20va.

At this speed? !

Suspended

S peed

Moving speed

Speed

Seed

Speed

You are buying for 10 and selling for 15.

We want our stuff to work too.

It's even certain that I'd have done the same.

When we stop one wheel, the cross bars will continue to push the spokes of the free wheel around.

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

You get Chelsea's velocity is equal to Alice's velocity minus 400 12.

Some people would call this the reflexive property

If you could fly, what you must do is fly up to her, start flying down at the speed she is falling, hold on to her, then gradually slow down until you come to a complete stop.

So it's 3 times 10 to the eighth meters per second.

And you would say, it takes 15 seconds.

So what's the actual distance she traveled?

Quick, we are too slow!