00:01
This is chapter 2, problem 4.
00:04
In this problem, we're given a starting and ending position for a ball, and we're also given a starting and ending time, and we're looking for an average velocity.
00:15
Well, we know average velocity, so that's going to be, you can write it as v bar, is equal to our change in position, or in other words, our displacement, divided by our change in time, or the time interval that's elapsed.
00:32
So if we find the change in distance and the change in time, we can find our average velocity.
00:38
And we're able to find both those values.
00:41
So using the starting and ending positions, we can get our change in position by subtracting our initial position from our final position.
00:56
Since our ball started at a positive position and went to a negative position, we expect that our change in position is going to be negative, and indeed it is.
01:08
You subtract those two, and you get minus 7 .6 centimeters.
01:18
And then you can do basically the same thing for the time interval.
01:22
So if we want our change in time, delta t, we take our final time t2 and subtract our initial time t1, and we expect to get a positive value here, because as all of the time, time moves in the forward direction.
01:43
Let's make that minus sign clear...