Two identical balls are thrown with same speed. Ball 1 is thrown straight down and ball 2 is thrown horizontally. Susan states that both balls are thrown with same velocity. Jane disagrees and states that although the balls are thrown with same speed, they are not thrown with same velocities. Who is right? Who is Right Between Susan and Jane Regarding the Velocity of Two Identical Balls?

Who’s Proper Between Susan and Jane Concerning the Velocity of Two Similar Balls?

When two similar balls are thrown with the identical pace, Susan states that each balls are thrown with the identical velocity. Jane disagrees and states that the balls are thrown with the identical pace, however not the rate. To be able to decide who is correct between them, we have to perceive the distinction between pace and velocity. Pace is outlined as the speed of change of place of an object, whereas velocity is outlined as the speed of change of place in a specific route (Dudley, 2018). In different phrases, pace is a scalar amount and velocity is a vector amount. Thus, within the aforementioned case, Susan is wrong in her assertion as the 2 similar balls should not thrown with the identical velocity although they’re thrown with the identical pace. It is because the route of the 2 balls is totally different, one is thrown straight down and the opposite is thrown horizontally. Subsequently, Jane is appropriate in her assertion that the 2 balls are thrown with the identical pace, however not the identical velocity. Cont…