The velocity of a ball rolling up an incline will decrease as it moves up the slope due to the force of gravity pulling it down. The velocity will also depend on the angle of the incline, the mass of the ball, and any other external forces acting on it.
The velocity of a ball rolling down a slope will increase as it moves down due to the force of gravity pulling it in that direction. The velocity will also depend on the angle of the slope, the mass of the ball, and any other external forces acting on it.
The velocity of a ball rolling on a slope is affected by various factors such as the angle of the slope, the mass of the ball, the surface of the slope, and any external forces acting on the ball (such as friction or air resistance).
The velocity of a ball rolling on a slope can be calculated using the equation v = √(2gh), where v is the velocity, g is the acceleration due to gravity, and h is the height of the slope. This equation assumes that there is no external force acting on the ball besides gravity.
No, the velocity of a ball rolling on a slope will always be changing due to the force of gravity pulling it down or the slope pushing it up. The only way for the velocity to remain constant is if there are no external forces acting on the ball, which is not possible in real-world situations.