Solving the Bowling Ball Problem: Find the Final Speed

In summary, the conversation is about a bowling ball being thrown horizontally with a speed of 8m/s and sliding before it starts rolling without slipping. The coefficient of friction between the ball and the floor is .06 and the final speed of the ball is being asked. The solution involves calculating the horizontal acceleration, force acting on the ball, and the angular acceleration to determine the time and distance it will take for the ball to start rolling without sliding. The work done by friction and the kinetic energy of the ball can be used to calculate its final speed.
  • #1
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A bowling ball is thrown such that at the instant it touches the floore it is moving horizontally with a speed of 8m/s and is not rotating. it slides for a time and distance before it begins to roll without slipping. The coefficient of friction between the ball and the floor is .06. What is the final speed of the ball?

I know how to find the horizontal acceleration but I don't know where to go from there.

Any hints?
 
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  • #2
Are you not given the mass or weight of the ball? Without knowing that you can't do anything with the coefficient of friction. If you do know that, you can calculate the force acting on the part of the ball touching the floor and so the angular acceleration. That should tell you how long it will take (and how far the ball will go) until the ball is rolling without sliding. "Friction force times distance" will tell you how much work friction did and so how much kinetic energy has been removed. The combination or linear and rotational kinetic energies equal to what's left should tell you what the balls speed is after it starts rolling.
 
  • #3
You posted this same question in the general physics section. Please check my response there.
 

FAQ: Solving the Bowling Ball Problem: Find the Final Speed

What is the "Bowling Ball Problem"?

The "Bowling Ball Problem" refers to a physics problem where you need to find the final speed of a bowling ball after it is dropped from a certain height.

How do you solve the Bowling Ball Problem?

To solve the Bowling Ball Problem, you need to use the formula v = √(2gh), where v is the final speed, g is the acceleration due to gravity (9.8 m/s^2), and h is the height from which the bowling ball is dropped.

What is the unit of measurement for the final speed in the Bowling Ball Problem?

The unit of measurement for the final speed in the Bowling Ball Problem is meters per second (m/s).

Can the Bowling Ball Problem be solved using different units of measurement?

Yes, the Bowling Ball Problem can be solved using different units of measurement as long as the units are consistent. For example, you can use feet and seconds instead of meters and seconds, as long as you use the appropriate conversion factors.

Are there any other factors that can affect the final speed in the Bowling Ball Problem?

Yes, the final speed in the Bowling Ball Problem can also be affected by air resistance and the mass of the bowling ball. However, these factors are usually negligible and can be ignored for simplification purposes in most cases.

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