It depends on the initial velocity, and it also depends on time, because the friction of the grass will slow the Baseball down.
In a nutshell, calculus is the mathematical study of change. Algebra covers mainly linear applications like velocity = distance divided by time. Calculus is used to find the instantaneous velocity of a ball thrown 6 feet in the air as it is falling, paused in time at 4 feet up (the velocity is getting faster as the ball comes down, so you need calculus equations and techniques to figure this out).
No. Throwing a ball is a quadratic function.
34.5 feet
i havent found yet will lwt u know later ..
A reverse mortgage calculator is only as accurate as the information that is imputed by the user. Consider it as an educated guess or a ball park estimate.
If a ball is rolling in a straight line and you push it to the right velocity will accelerate.
a cricket ball
If a ball is rolling in a straight line and one pushes it to the right, it's velocity reduce.
It is an example of inertia.
accelerate
This is an example of momentum, which is a product of the object's mass and its velocity. It is also harder to start a bowling ball rolling than a ping-pong ball due to inertia, which is related only to the object's mass.
It is an example of momentum (sometimes called "inertia"). Velocity x mass. The bowling ball is much, much heavier. With both rolling at the same speed, the bowling ball is harder to stop because it has much more mass.
accelerate
accelerate
Yes. Think of rolling a ball in the grass. The grass is causing friction making the ball slow down and eventually stop.
The overall velocity would increase. The ball would then have a curved path with some velocity vector in the North South direction and some vector in the East West Direction
Momentum is the product of mass and velocity. When an object slows down, the object reduces in velocity. Since Mass is constant, when velocity reduces momentum reduces. thus momentum can be what stops a rolling object. However, a resistive force the reason for the reduction of velocity and subsequently halting.