Solving a Warehouse Puzzle: The 20 Kg Crate

  • Thread starter ForceFysics
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In summary, to get the crate to start sliding across the floor, a minimum horizontal force of 113.7 N must be exerted on it. To keep the crate moving at constant velocity, a force of 310 N is needed. The coefficient of kinetic friction is needed to solve for the constant velocity, but is not given in the problem.
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ForceFysics
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Homework Statement


A 20 Kg Wooden crate rests on the wooden floor of a warehouse. What is the minimum horizontal force which must be exerted on the crate to get it to start sliding across the floor? Once it starts to move, how much force is needed to keep the crate moving at constant velocity?

m= 20 Kg
Ms=.58


Homework Equations


Ff=ma F=ma F=mg+ma
Ff=,58(20 x 9.8) 113.7=20a F=20(9.8)+20(5.7)
Ff=113.7 a=5.7 F=310N


The Attempt at a Solution



Above ^^. I do not know if my force is correct and how to find the constant velocity part!
 
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  • #2
ForceFysics said:

Homework Statement


A 20 Kg Wooden crate rests on the wooden floor of a warehouse. What is the minimum horizontal force which must be exerted on the crate to get it to start sliding across the floor? Once it starts to move, how much force is needed to keep the crate moving at constant velocity?

m= 20 Kg
Ms=.58


Homework Equations


Ff=ma F=ma F=mg+ma
Ff=,58(20 x 9.8) 113.7=20a F=20(9.8)+20(5.7)
Ff=113.7 a=5.7 F=310N


The Attempt at a Solution



Above ^^. I do not know if my force is correct and how to find the constant velocity part!
Welcome to PF, ForceFysics!

Your problem statement is missing the coefficient of kinetic friction.
If a body is at rest or moving at constant velocity, it has no acceleration, and thus, there is no net force acting on it (F_net = ma = 0). Use Newton 1 and the static friction coefficient when solving for part a, and use Newton 1 and the kinetic friction coefficient when solving for part b. The problem does not ask for the magnitude of the constant velocity, which is not solvable without more information.
 

Related to Solving a Warehouse Puzzle: The 20 Kg Crate

1. How do you determine the weight of the crate in a warehouse puzzle?

To determine the weight of the crate in a warehouse puzzle, you can use a scale or weigh it against known weights. Alternatively, you can use mathematical equations and logic to calculate the weight based on other known information in the puzzle.

2. What tools or methods can be used to move the 20 kg crate in the warehouse puzzle?

Some tools or methods that can be used to move the 20 kg crate in the warehouse puzzle include forklifts, pallet jacks, hand trucks, and manual lifting. It is important to assess the weight and dimensions of the crate and choose the appropriate tool or method to avoid injury or damage.

3. How can you solve a warehouse puzzle involving multiple crates with varying weights?

Solving a warehouse puzzle involving multiple crates with varying weights can be done by first determining the weight of each crate and organizing them into groups based on their weights. Then, you can use mathematical equations and logic to determine the order in which the crates should be moved to reach the desired outcome.

4. Can teamwork be beneficial in solving a warehouse puzzle?

Yes, teamwork can be highly beneficial in solving a warehouse puzzle. Different individuals can bring unique perspectives and skills to the table, making it easier to come up with creative solutions. Additionally, teamwork can help distribute the physical labor and reduce the risk of injury.

5. How can you improve your problem-solving skills for warehouse puzzles?

To improve your problem-solving skills for warehouse puzzles, you can practice regularly and familiarize yourself with different tools and methods for moving objects. You can also work on your critical thinking and logical reasoning skills, which are essential in solving puzzles. Additionally, collaborating with others and learning from their approaches can also help improve your problem-solving abilities.

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