Calculating the applied retarding force

In summary, an iron ball with a mass of 30kg falls freely from a height of 30m and impacts with the ground without rebounding, entering into the ground and coming to rest at a depth of 8m. The task is to calculate the applied retarding force. Possible relevant equations include Newton's Second Law (F=ma) and the Work-Energy Theorem (W=Fd). The attempt at a solution may involve double checking the depth of penetration.
  • #1
joejoe998
1
0

Homework Statement


An iron ball with a mass of 30kg falls freely from a height of 30m and impacts with the ground without rebounding.

It enters into the ground and is brought to rest at a depth of 8m.

Calculate the applied retarding force.

Homework Equations

The Attempt at a Solution

 
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  • #2
joejoe998 said:

Homework Statement


An iron ball with a mass of 30kg falls freely from a height of 30m and impacts with the ground without rebounding.

It enters into the ground and is brought to rest at a depth of 8m.

Calculate the applied retarding force.

Homework Equations

The Attempt at a Solution

You must complete the template. Quote any standard equations you believe may be relevant and show some attempt.
The attempt might just consist of your thoughts on the matter.
 
  • #3
8m penetration sounds a lot, perhaps double check that isn't 8mm?
 

FAQ: Calculating the applied retarding force

1. What is the formula for calculating applied retarding force?

The formula for calculating applied retarding force is F = -ma, where F is the force, m is the mass, and a is the acceleration.

2. How do you calculate the applied retarding force on an object?

To calculate the applied retarding force on an object, you need to know the object's mass and its acceleration. Then, you can use the formula F = -ma to calculate the force.

3. What is the difference between applied retarding force and applied force?

The main difference between applied retarding force and applied force is their direction. Applied retarding force always acts in the opposite direction of the object's motion, while applied force can act in any direction.

4. How does the applied retarding force affect an object's motion?

The applied retarding force acts in the opposite direction of an object's motion, causing it to slow down or decelerate. The stronger the retarding force, the more the object's motion will be affected.

5. Can the applied retarding force be greater than the object's weight?

Yes, the applied retarding force can be greater than the object's weight. This can happen when there are multiple forces acting on the object, and the net force in the opposite direction is greater than the weight of the object.

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