1. Which graph represents the relationship between final velocity of a dropped baseball, before striking the ground, and the starting height of the baseball?(1 point)
A. final velocity
Height
B. Final velocity
Height
C. final velocity
Height
D. final velocity
height
The correct answer is C. final velocity vs. Height.
The correct graph that represents the relationship between final velocity and starting height of a dropped baseball is:
C. final velocity
Height
The correct answer is D. final velocity height.
To understand why this is the correct answer, let's break down the question. We are looking for the graph that represents the relationship between the final velocity of a dropped baseball and its starting height.
In physics, the final velocity of an object refers to its velocity just before it strikes the ground. The starting height of the baseball is the initial distance it is dropped from.
To determine the relationship between these two variables, we can perform an experiment. We can drop baseballs from different heights and measure their final velocities.
To create a graph, we plot the final velocity on the y-axis and the height on the x-axis. By plotting multiple data points for different starting heights, we can observe any patterns or trends.
Based on the experiment, we can conclude that as the starting height increases, the final velocity of the baseball also increases. This is because the baseball gains more potential energy when dropped from a higher height, which is then converted to kinetic energy and results in a higher final velocity.
The graph that represents this relationship is a line or curve that increases as we move from lower heights to higher heights on the x-axis. Therefore, the correct answer is D. final velocity height.