We can say that the velocity of an object depends upon the acceleration the object has undergone but

We can say that the velocity of an object depends upon the acceleration the object has undergone but we cannot say that the acceleration is related to the velocity of the object. Let us apply this to a ball tossed upward. Velocity has to do with how fast a body travels. Acceleration has to do with how quickly a body changes the velocity. An upward thrown ball has an initial velocity that decreases with time. This rate of decrease is the acceleration, g, which is the same the entire time the ball is in the air. When the ball gets to the top of its trajectory, the instantaneous velocity is zero

We can say that the velocity of an object depends upon the acceleration the object has undergone but we cannot say that the acceleration is related to the velocity of the object. Let us apply this to a ball tossed upward. Velocity has to do with how fast a body travels. Acceleration has to do with how quickly a body changes the velocity. An upward thrown ball has an initial velocity that decreases with time. This rate of decrease is the acceleration, g, which is the same the entire time the ball is in the air. When the ball gets to the top of its trajectory, the instantaneous velocity is zero but the accleration is still g. As the ball returns, its velocity picks up at the same rate it decreased while rising (Ignoring air drag). Thus during the toss, the velocity changes but the acceleration does not. A ball is tossed vertically on the moon. It rises upward, reaches it highest point, and then falls back to its starting point. During this time, the acceleration of the ball is always Question 7 options: in the direction of the motion opposite the velocity of the ball directed upward directed downward