What would a line graph look like if it shows the relationship between the final velocity of a dropped object before it hits the ground and the heart from which it dropped

Answer 1

A line graph showing the relationship between the final velocity of a dropped object before it hits the ground and the height from which it was dropped would typically have the final velocity on the y-axis (vertical axis) and the height on the x-axis (horizontal axis). The graph would show the trend of how the final velocity changes as the height from which the object is dropped varies.

Initially, as the height increases, the final velocity of the object will also increase. This relationship is usually linear, meaning the line on the graph would have a positive slope. As the object falls from higher heights, it gains more potential energy, which is then converted into kinetic energy, leading to higher final velocities.

However, there might be a point where the object reaches its terminal velocity, where it can no longer accelerate despite falling from a greater height. If this occurs, the line on the graph would level off, indicating a constant final velocity regardless of the height.

The actual shape of the line graph would depend on the specific circumstances, such as the mass and shape of the object, air resistance, and other external factors.