00:01
Okay, so this is a version of the position equation.
00:05
Basically, it has to do with velocities.
00:07
This means that the velocity at time 2 or position 2 is equal to the velocity at time or position 1 plus the acceleration times how much time passes.
00:23
So basically, if an object is in freefall and it starts with zero velocity, you put a zero there, then plus the acceleration times amount of time.
00:35
Well, the acceleration in near earth is g, and that is equal to 9 .8 meters per second squared.
00:53
And we have to be careful with this, because we need to indicate that this ball is going downward.
00:59
So we have two ways of doing this.
01:00
We can either put a negative in front of the g and say it's negative, or we can just say v2 has a positive value and specify that it's going down.
01:09
But either way, we need to remember that velocity is a vector and it has a direction.
01:14
So let's just throw the negative in here.
01:17
So this is plus a negative value, negative 9 .8 meters per second squared.
01:36
And then we're going to multiply that by two seconds...