Player 1 Accelerate

Phase 1 fast provisioning

And a Gravitsapa costs half a Ktse! That's two thousand two hundred Chatls.

8,000 meters per day and accelerating.

Home

Now what I want to do is think about a situation

So we start off with an initial velocity of 0 and then for 5 seconds, we accelerate at 1 m s 2 so 1...2...3...4...5...so this is where we are so after 5 seconds, we know our velocity our velocity is now 5 m s

Good boy. Now give the match back to Uef, and he will buy the Gravitsapa.

He was going ten miles an hour on the highway.

Two freeways within a quarter of a mile.

Set the telescope focuser speed. Set speed to 0 to halt the focuser. 1 3 correspond to slow, medium, and fast speeds respectively.

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)

OPC failed. Please try writing speed 1x.

So we copy and paste this

The ISO is pushed quite hight, because on stage it's very dark.

Be known that the new location is the old location velocity, turns into this matrix.

So if you were to travel at the speed of a bullet, speed of a bullet, or the speed of a jet liner, 1000km h it would take you 40 hours to circumnavigate the Earth 40 hours to go around the Earth...

Oh.

Faster!

Quick! Quick!

It's incredible, we looked at students do this and they couldn't tell.

So the slope over here might be 23... whatever miles per hour, but instantaneous, his fastest poin in this 9.58 seconds is closer to 30 miles per hour.

So it's 4360 hours to circumnavigate the Sun, going at the speed of a bullet, or a jet liner!

If a cars starting point is the point over here, for which we know the location is 1, and the velocity is 1, and if we predict 1 time step in the future, then for that prediction, we know the location will be 2, and the velocity might be a little uncertain, but it stays about the same.

How do they do it?

That's just not practical, so we're going to have to come up with methods that are faster than enumerating everything.

We are pleased to say this newly christened car gets over 20 miles per gallon, is capable of 130 miles per hour, and hasn't even been opened up yet.

Accelerate to attack speed.

This was one of the fastest motion planning algorithms that I saw in the DARPA Urban Challenge.

No, we speed them up, don't we? So we used to dial now we speed dial.

And I'll just give you a few examples.

1 SERVANT Things for the cook, sir but I know not what.

Engineering, spin up FTL drives one and two.

Now, of temporary, set theta one equals one, what I want to do is figure out what is j of theta one, when theta one equals one.

But even at top speed, they're still over an hour away.

One The Ragnar station is at least three days away at best speed.

Your airspeed is way too high.

Beam us up! You're moving too fast.

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

Okay, everyone

Six of eight Atlas rockets blew up on the pad.

Forward now, my mighty steed!

The velocity is 0, so my location would likely be here.

Now, their question is how fast is each train moving in meters per second?

Run Faster