00:01
A tennis ball is thrown upwards at an angle from point a.
00:04
As we can see in the figure, it follows a prior verdict trajectory and hits the ground at point d.
00:10
At the instance shown, the ball is at point b.
00:13
Point c represents the highest point of the ball above the ground while in flight.
00:17
How did the x and y component of the velocity vector of the ball compare at points b and c? so the velocity vector and point b is going to be something like this.
00:32
First draw the tangential velocity right here and then this will be the vertical component is the horizontal component so we're going to have something like this so look at the options we have the velocity components a non -zero at b and zero at c that is not true because of point c we have we still have a horizontal components of c which is non -zero and the vertical component of c is zero at point c so the vertical component of velocity is 0 .c because we can see that this is perfectly horizontal, so there's no vertical component.
01:19
However, our point b, we have both vertical and horizontal components.
01:24
The point to option b, we have the x components at the same, and the y components at c is zero.
01:31
So that's true.
01:32
Like i said before, the y component at c is zero, and to vy is zero, vx is constant...