Ball Speed at Window Top from 38.8m Building: 13m in 2s

In summary, the formula for calculating the ball speed at the top of a 38.8m building is speed = distance/time. The distance is measured using a measuring tape or ruler, while the time is measured using a stopwatch or timer. There are factors such as air resistance, wind, and initial force/velocity that can affect the ball speed. To test different heights or times, the experiment can be modified by using buildings of different heights or adjusting the distance and velocity of the ball. Some potential sources of error in this experiment include human error, variations in initial velocity, and external factors. It is important to repeat the experiment and take accurate measurements to minimize these errors.
  • #1
mbecker19
5
0
A ball is thrown downward from the top of a building that is 38.8 m tall. The ball passes the top of a window 13.0 m above the ground 2.00 s after being thrown. What is the speed of the ball as it passes the top of the window?
 
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  • #2
Find the distance between the top of the building and the top of the window.Then using kinamatic equation find the velocity.
 
  • #3


Based on the information provided, we can use the equation v = u + at to calculate the speed of the ball as it passes the top of the window. Here, v represents the final velocity, u represents the initial velocity (in this case, the velocity at which the ball is thrown), a represents the acceleration due to gravity (9.8 m/s^2), and t represents the time taken (2.00 s).

Substituting the given values, we get:

v = u + at
v = 0 + (9.8 m/s^2)(2.00 s)
v = 19.6 m/s

Therefore, the speed of the ball as it passes the top of the window is 19.6 m/s. It is important to note that this is the speed in the downward direction, as the ball is being thrown downward from the top of the building.
 

FAQ: Ball Speed at Window Top from 38.8m Building: 13m in 2s

What is the formula for calculating the ball speed at the top of a 38.8m building?

The formula for calculating the ball speed at the top of a 38.8m building is speed = distance/time. In this case, the distance is 13m and the time is 2 seconds, so the ball speed would be 6.5 meters per second.

How is the distance and time measured in this experiment?

The distance is measured using a measuring tape or ruler, while the time is measured using a stopwatch or timer. Both measurements should be taken accurately to ensure reliable results.

What factors can affect the ball speed at the top of the building?

There are a few factors that can affect the ball speed at the top of the building. These include air resistance, wind, and the initial force or velocity at which the ball is thrown. In this experiment, we assume that the ball is thrown with a constant initial velocity and there is no wind or air resistance.

How can this experiment be modified to test different heights or times?

To test different heights, the same experiment can be repeated using buildings of different heights. To test different times, the distance and velocity of the ball can be adjusted accordingly. For example, if we want to measure the ball speed at the top of a 20m building in 4 seconds, the initial velocity of the ball should be increased to cover the distance in 4 seconds.

What are some potential sources of error in this experiment?

Some potential sources of error in this experiment include human error in measuring the distance and time, variations in the initial velocity of the ball, and external factors such as wind or air resistance. It is important to repeat the experiment multiple times and take accurate measurements to minimize these errors.

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