Applying Newton's Laws to Friction: Solving Homework Problems

AI Thread Summary
The discussion revolves around applying Newton's laws to solve a homework problem involving kinetic friction. Participants clarify the direction of the kinetic friction force and emphasize the need to calculate the total force acting on the object, considering both F1 and F2. The conversation highlights the importance of interpreting the problem correctly, particularly the perspective from which the forces are viewed. Ultimately, one participant confirms that the correct answer aligns with one of the provided choices after reassessing their approach. The thread concludes with the resolution of the problem, identifying choice C as the correct answer.
Fatima Hasan
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Homework Statement


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Homework Equations


F = ma
Fr = uK * N

The Attempt at a Solution


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My answer is 7 but it is not one of the choices


Thanks in advance[/B]
 

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In what direction will the force of kinetic friction act? Don't you have to figure that out before you can determine its components?

Edit: Note that you may be better off starting differently. What is the magnitude of the force from F1 and F2 combined?
 
Fatima Hasan said:
F1 = 5 N
F2 = 20N
That does not answer the question.

Let me ask it another way: "Ignoring friction, what is the magnitude of the total force acting on the object?"
 
jbriggs444 said:
That does not answer the question.

Let me ask it another way: "Ignoring friction, what is the magnitude of the total force acting on the object?"
to the +ve x-axis
so friction is -ve x-axis
 
Fx = F1cos37+F2cos37=20 N
 
Fatima Hasan said:
Fx = F1cos37+F2cos37=20 N
What is the magnitude of the total of the two forces? Not just the X component.

Oh... As I understand the problem, we are looking down at the surface of a table from above. Your understanding is that we are looking from the side with one force pulling diagonally up and one pulling diagonally down?
 
jbriggs444 said:
What is the magnitude of the total of the two forces? Not just the X component.

Oh... As I understand the problem, we are looking down at the surface of a table from above. Your understanding is that we are looking from the side with one force pulling diagonally up and one pulling diagonally down?
yes

Tried your thought, got wrong answer too
 
Last edited:
The "looking down from above" interpretation yields an answer that matches one of the choices.
 
jbriggs444 said:
The "looking down from above" interpretation yields an answer that matches one of the choices.
Thanks.Got it . It's choice C
 
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