Friction Forces (Static Friction)

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Homework Help Overview

The problem involves two stacked blocks with specified masses and coefficients of static friction, requiring the determination of the force needed to initiate sliding and the maximum force before the top block slips off the bottom block.

Discussion Character

  • Mixed

Approaches and Questions Raised

  • Participants discuss calculations related to static friction between the blocks and the floor, questioning the correctness of their attempts and the application of friction equations.
  • Some participants suggest isolating the top block to find the acceleration and maximum force needed, while others express confusion over the results and calculations.
  • There are inquiries about significant figures and the interpretation of the problem setup.

Discussion Status

Multiple interpretations of the problem are being explored, with participants providing guidance on how to approach the calculations. There is a recognition of errors in previous attempts, but no consensus has been reached on the correct method or final answers.

Contextual Notes

Participants note the importance of considering the system's equilibrium and the forces acting on both blocks, as well as the potential for confusion regarding the conditions under which the blocks move together or separately.

huybinhs
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Homework Statement



A boy has stacked two blocks on the floor so that a 5.0 kg block is on top of a 2.0 kg block.

1. If the coefficient of static friction between the two blocks is 0.40, and the coefficient of static friction between the bottom block and the floor is 0.22, with what force horizontal should the boy push on the upper block to make both blocks in the system start to slide along the floor.

2. If he pushes too hard, the top block starts to slide off the lower block. What is the maximum force with which he can push without that happening?

Homework Equations



Fs = micro(s) * N

The Attempt at a Solution



1.

Fs (between 2 blocks) = 0.40 * (5+2) * 9.8 = 27.44 N

Fs (between bottom block and the floor) = 0.22 * 2 * 9.8 = 4.312

Fnet = 27.44 + 4.312 = 31.752 N => wrong answer

2.

Fs (maximum) = 27.44 N => wrong answer

Please help! Thanks!
 
Last edited:
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yes u r correct
 
dineshnaveen said:
yes u r correct

How about singnificant fingure here?
 
dineshnaveen said:
yes u r correct

No. I'm just submited the answer, but it's INCORRECT. Please help!
 
huybinhs said:

Homework Statement



A boy has stacked two blocks on the floor so that a 5.0 kg block is on top of a 2.0 kg block.

1. If the coefficient of static friction between the two blocks is 0.40, and the coefficient of static friction between the bottom block and the floor is 0.22, with what force horizontal should the boy push on the upper block to make both blocks in the system start to slide along the floor.

2. If he pushes too hard, the top block starts to slide off the lower block. What is the maximum force with which he can push without that happening?

Homework Equations



Fs = micro(s) * N

The Attempt at a Solution



1.

Fs (between 2 blocks) = 0.40 * (5+2) * 9.8 = 27.44 N

Fs (between bottom block and the floor) = 0.22 * 2 * 9.8 = 4.312

Fnet = 27.44 + 4.312 = 31.752 N => wrong answer

2.

Fs (maximum) = 27.44 N => wrong answer

Please help! Thanks!

This question is quite long to write out so ill briefly explain: You have to isolate the the top block and get the acceleration of just that block. Then, you use this acceleration for the bottom and the top block m1+m2 = 7kg total and you shud get the maximum force needed.

Hope this helps:)
 
E=mc^84 said:
This question is quite long to write out so ill briefly explain: You have to isolate the the top block and get the acceleration of just that block. Then, you use this acceleration for the bottom and the top block m1+m2 = 7kg total and you shud get the maximum force needed.

Hope this helps:)

Fs = 0.40 * 5 * 9.8 = 19.6 N

a = 19.6 / 5 = 3.92 m/s^2

so the maximum force = 3.92 * 7 = 27.44 N which is incorrect!

What am I doing incorrect here?
 
and the first question is INCORRECT too.

"Fnet = 27.44 + 4.312 = 31.752 N => wrong answer"

Please help!
 
huybinhs said:
Fs = 0.40 * 5 * 9.8 = 19.6 N

a = 19.6 / 5 = 3.92 m/s^2

so the maximum force = 3.92 * 7 = 27.44 N which is incorrect!

What am I doing incorrect here?

You forgot to plug in friction b/w the floor = 0.22(7kg)(9.8) = 15N, therefore

Fnetx = Fa - Ffriction, where Fa = max force needed, therefore
Fa = 3.92m/s2(7kg) + 15N = 42.44N :)
 
E=mc^84 said:
You forgot to plug in friction b/w the floor = 0.22(7kg)(9.8) = 15N, therefore

Fnetx = Fa - Ffriction, where Fa = max force needed, therefore
Fa = 3.92m/s2(7kg) + 15N = 42.44N :)

How about the first question "what force horizontal should the boy push on the upper block to make both blocks in the system start to slide along the floor ? "

What did I do wrong here?

Thanks!
 
  • #10
Just submited the 42.44 N for the second question and it's INCORRECT. I'm confused...
 
  • #11
huybinhs said:

Homework Statement



A boy has stacked two blocks on the floor so that a 5.0 kg block is on top of a 2.0 kg block.

1. If the coefficient of static friction between the two blocks is 0.40, and the coefficient of static friction between the bottom block and the floor is 0.22, with what force horizontal should the boy push on the upper block to make both blocks in the system start to slide along the floor.

2. If he pushes too hard, the top block starts to slide off the lower block. What is the maximum force with which he can push without that happening?

Homework Equations



Fs = micro(s) * N

The Attempt at a Solution



1.

Fs (between 2 blocks) = 0.40 * (5+2) * 9.8 = 27.44 N

Fs (between bottom block and the floor) = 0.22 * 2 * 9.8 = 4.312

Fnet = 27.44 + 4.312 = 31.752 N => wrong answer

2.

Fs (maximum) = 27.44 N => wrong answer

Please help! Thanks!

Sorry , but that solution is if the bottom block is moved without the top block moving, my mistake. I am no expert at this, just trying to help. Ya, so in 1) If you want to get the system moving by just pushing on the top block then the force needed for that is just the force of friction of the two masses: 0.22(7kg)(9.8) = 15N, since they will move in equilibrium with each other.

For 2) He does not want the top block to move, so you isolate the top block to get the force of friction = 0.4(5kg)(9.8) = 19.6N, which is the max force since beyond this force you will accelerate the top block.

Hope this helps:)
 

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