If a baseball player hits a homerun and runs the bases, what is his displacement?
D = 4 * 90ft = 360 Ft.
To find the displacement of a baseball player who hits a home run and runs the bases, we need to first understand what displacement means. Displacement is a vector quantity that describes the change in position of an object, considering only the initial and final positions. It is defined as a straight-line distance between the initial and final positions, along with its direction.
In the case of a baseball player hitting a home run and running the bases, the initial position would be the position of the player at the home plate, and the final position would be the position of the player when he reaches home plate again.
To find the displacement, you would need information about the distance covered along each base. In baseball, each base is 90 feet apart. So, if the player runs around all the bases and ends up back at home plate, the total distance covered would be 360 feet (90 feet to first base, plus another 90 feet to second base, and so on).
Since the player's initial and final positions are the same, the displacement in this case would be zero. Even though the player traveled a distance of 360 feet, he returned to the starting position, resulting in no net change in his displacement.
Therefore, the displacement of a baseball player who hits a home run and runs the bases is zero.