meters per second

It's 109 meters per second.

And if you square meters per second, you're going to get meters squared per second squared divided by the acceleration of gravity, meters per second squared.

10 meters per second times 2.

Neberdzhay gave us 65 cubic meters per second, but Krymsk was getting over 1,000 cubic meters per second.

So it's momentum in the x direction was 3 meters per second times 10 kilogram meters per second.

So we can write 299,792,458 meters per second as 3.0 times 10 to the eighth meters per second.

Well, it'll take it exactly 1 second to make it go from 10 meters per second to 0 meters per second.

Divided by this 10 meters per second.

It's minus 10 meters per second squared, because I'm going straight down minus 10 meters per second squared times time.

Slowing it down at 10 meters per second.

And we got 30 kilogram meters per second.

Let's say s was 10 meters per second.

With water inflow of 3,000 cubic meters per second and water outflow of 500 cubic meters per second Krymsk was doomed to sink.

If the object was moving upwards at 20 meters per second and gravity is still slowing it down at 10 meters per second per second, then it's going to take 2 seconds.

1.76 times 0.2 over here is 352 meters per second.

That its velocity going down was 2 meters per second.

Well if I told you that something is going upwards at 10 meters per second and gravity is decelerating it at 10 meters per second squared.

But I'll just write this as 2 meters per second downwards.

And ball B's y component is 2 meters per second downwards.

It goes up to four meters per second when it runs.

Final velocity is minus 100 meters per second, and then the initial velocity is 0, so the change in velocity is equal to minus 100 meters per second.

They said,at the rate of m meters per s seconds, so the cyclist's rate is actually m over s meters per second.

So what we calculated was that the limbs were moving at the peak speed ranging from 10 meters per second all the way up to 23 meters per second.

The velocity is 10 meters per second along this crazy, icy slide.

(Laughter) (Applause) 1.76 times 0.2 over here is 352 meters per second.

So every second that goes by, it'll slow this thing down by 10 meters per second.

And so, since y's momentum going upwards was 10 kilogram meters per second, we knew that B's momentum going downwards would also have to be 10 kilogram meters per second.

How many meters does a cyclist travel right,rate times time,at a rate of m meters per second.

Let's say that some object is moving upwards at 10 meters per second.

Minus 2 up is the same thing as 2 meters per second down.

Going back to the original problem, if s is 10 meters per second.

At the bottom of the cliff my velocity is 100 meters per second.

It's choice D. Problem 90.At the rate of m meters per second,

My velocity is actually 100 meters per second down I could have assumed the opposite.

We said well, the momentum in the y direction must be 1 meter per second times A's mass, which is 10 kilogram meters per second.

They told us A's velocity was 2 meters per second at an angle of 30 degrees.

So the resulting velocity in this direction, whatever angle this is, is 3.2 meters per second.

So there's a wind gust of 5 meters per second right when I hit the ball.

The distance is equal to the average velocity minus 50 meters per second times 10 seconds.

They said x meters per second, how many meters does a cyclist travel in x minutes, so let's get x in terms of seconds.

So in this case, it'll take the time in the air we could say time sub air, I guess, is going to be equal to this 10 meters per second, your velocity. 10 meters per second divided by the acceleration.

Or let's say 5 meters per hour.

And distance is equal to rate times time, hopefully that's a little bit of intuition for you now, but the rate is equal to m meters per second, and he's traveling for 60x seconds,so you get m times 60x, which is 60mx in seconds,times meters per second,that's meters

And not only falling, it will start accelerating to the ground at 10 meters per second squared roughly.