To calculate the height, we can use the formula h = (1/2)gt^2, where h is the height, g is the acceleration due to gravity (9.8 m/s^2), and t is the time in seconds. In this case, t = 0.16 seconds. Therefore, the height would be approximately 0.125 meters or 12.5 centimeters.
No, the time in view is a crucial factor in calculating the height of the ball. Without it, we cannot accurately determine the height from which the ball fell.
Air resistance can decrease the height of the ball when falling as it creates a force that opposes the motion of the ball. This force can slow down the ball's descent and result in a lower height.
Assuming that there is no air resistance, the height of the ball will not be affected by its mass or size. All objects, regardless of their mass or size, fall at the same rate due to gravity.
The calculated height of the ball is as accurate as the measurements of the time in view and the acceleration due to gravity. However, factors such as air resistance, wind, and human error can affect the accuracy of the calculation.