It's distance divided by time, right?

Velocity really is just distance divided by time, or actually, change in distance divided by times change in time or, change in distance divided by change in times is velocity.

This is change in time and change in distance.

Three hours of bottom time, average distance traveled one mile.

Well, the velocity is equal to distance divided by time.

Three hours of bottom time, average distance traveled one mile.

The dimensional analysis yields units of distance squared per time squared.

And position, or distance, is just equal to velocity times time.

Let's work through another few senarios involving displacement, velocity and time or distance, rate and time.

So this is rate ... or speed ... ... is equal to the distance that you travel ... ... the distance that you travel ... ... over some time.

Let's think about the potential plot of his distance relative to time

We could use this formula if we know the change in distance, or the distance this actually should be the change in distance, and the change in time is equal to the initial velocity times time plus acceleration times squared divided by 2.

So it would be that distance plus that distance plus that distance plus that distance.

So this is a simple distance is equal to rate times time problem.

So s is equal to distance, and then t is equal to time.

So, the change in distance is equal to the average velocity times time.

So, ultimately what's going to determine the success or failure of SETI is the longevity of technologies, and the mean distance between technologies in the cosmos distance over space and distance over time.

So, ultimately what's going to determine the success or failure of SETI is the longevity of technologies, and the mean distance between technologies in the cosmos distance over space and distance over time.

This distance is the same distance as this distance right there.

Now, we can just apply our simple distance is equal to rate times time.

This distance is the distance squared.

From that distance to that distance.

So the distance that the object travels over the small time would be the small time times the velocity, right?

Constant linear velocity (CLV) keeps the distance covered by the heads per unit time fixed.

So this is time, and I call this position, or distance, or it doesn't matter.

You get distance is equal to change in time, times factoring out the 1 2.

So if this distance is the same as this distance, then the magenta distance minus this blue distance is going to be equal to this green distance.

This distance squared plus this distance squared is going to equal that distance squared.

Distance

Distance

Distance

Distance

Distance

That this distance is equal to this distance

This magenta distance minus this light blue distance.

Many people live far from a health care provider, and distance costs both time and money.

It was the longest X 15 flight in both time and distance from the ground track.

And so his distance part against time might be a curve that looks something like this.

So this is a huge, huge, huge, huge distance and at the same time even though it's a huge distance, especially relative to the everything else we've talked about.

So that distance is the same as that distance.

We're measuring a distance a distance to go around.

This distance right here is 3, this distance right here is 3, this distance right here is 2, this distance right here is 2.

Since we always assume or we normally assume that we start at distance is equal to 0, and we assume that start at time is equal to 0, we can write distance is equal to velocity average times time.

And so if this is at distance 0, we could call this distance out here distance d.

So this goes straight back to the, the standard to distance is equal to rate times time.