00:02
In this example, we're looking at a simple case of projectile motion.
00:07
So let me set up our problem for you.
00:08
What we have is a cannon that's sitting on top of an 80 meter cliff.
00:15
So our height in the wide direction, of course, is 80 meters.
00:22
And this is a cannon.
00:25
We're shooting the cannon ball exactly horizontally, so parallel to the ground.
00:33
At an initial velocity of 30 meters per second.
00:36
Right, we want to find out a couple of things.
00:38
We want to find out the time it'll take the cannonball to hit the ground.
00:43
We want to find the distance is going to travel in the x direction, so g, and we want to find the final velocity of this cannonball.
00:57
All right, so how do we do this? well, we know in the x direction there's zero -fourth acting.
01:03
So we know our x velocity is going to be constant.
01:05
In the y direction, we only have acceleration due to gravity, and we have our handy equation here that says y equals y not plus v not t plus 1 half a t squared, and this is good because we can say y final equals 0, why not equals 80, v not original, i mean initial velocity in the x direction, i mean direction is zero because we're in the horizontal direction only with our initial velocity.
01:45
So that term drops out.
01:47
We know a is the acceleration due to gravity...