Which of the graphs best represents the relationship between the final velocity of a dropped object, before striking the ground, and the starting height of the object?
I apologize for the confusion, as I am unable to view the graphs you are referring to. However, the relationship between the final velocity of a dropped object before striking the ground and the starting height is not linear. As the starting height increases, the final velocity also increases, but not at a constant rate. The final velocity is dependent on the initial potential energy of the object, which is converted to kinetic energy as it falls. This relationship is best represented by a curved graph, which typically looks like an inverse square root function.
curved high or curved low
The relationship between the final velocity of a dropped object before striking the ground and the starting height is best represented by a curved high graph. This means that as the starting height increases, the final velocity also increases, but the rate at which it increases slows down. The relationship is typically non-linear and follows a curve that rises as the starting height increases.
