Anyone can check whether my answer is correct regarding friction?

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The discussion revolves around understanding friction concepts in physics, particularly in relation to inclined planes. The key questions address the definitions of limiting friction, static friction, and their coefficients. The consensus on the answers includes that the ratio of limiting friction to normal reaction is the coefficient of static friction, and when a block is at rest on an incline, the friction force equals the static friction. There is some debate regarding the interpretation of "static friction" in the context of the questions, particularly whether it refers to the static friction force or the limiting static friction force. Overall, the conversation emphasizes the nuances in defining frictional forces in physics problems.
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1. The ratio of limiting friction to the normal reaction is known as
Answer

a)angle of friction.

b)angle of repose.

c)coefficient of static friction.

d)coefficient of kinetic friction.


Question 2


When a block is at rest on an inclined plane,
Answer

a)the friction force is equal to the static friction.

b)the friction force is equal to the kinetic friction.

c)the friction force is zero.

d)the friction force is less than the static friction.


Question 3


The coefficient of static friction is ______ the coefficient of kinetic friction.
Answer

a) less than

b)equal to

c) more than

d)dependent on


Homework Equations



Fs=urn

The Attempt at a Solution


1)c
2)a
3)c
 
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cracktheegg said:
1. The ratio of limiting friction to the normal reaction is known as
Answer

a)angle of friction.

b)angle of repose.

c)coefficient of static friction.

d)coefficient of kinetic friction.


Question 2


When a block is at rest on an inclined plane,
Answer

a)the friction force is equal to the static friction.

b)the friction force is equal to the kinetic friction.

c)the friction force is zero.

d)the friction force is less than the static friction.


Question 3


The coefficient of static friction is ______ the coefficient of kinetic friction.
Answer

a) less than

b)equal to

c) more than

d)dependent on


Homework Equations



Fs=urn

The Attempt at a Solution


1)c
2)a
3)c

Can you explain your answer to question #2?
 
I thinking the block at rest mean the slope is not high enough to make it move. Therefore I can only conclude that the static friction is equivalent to friction force
 
I don't like question 2 at all. "Static friction" is a concept; the quantifiable entity is the frictional force that results.
Allowing that here it is being used as shorthand for static friction force, I agree with the answer in the OP.
But I harbour suspicions that the problem setter intends "static friction" to mean the limiting static friction force.
 
Kindly see the attached pdf. My attempt to solve it, is in it. I'm wondering if my solution is right. My idea is this: At any point of time, the ball may be assumed to be at an incline which is at an angle of θ(kindly see both the pics in the pdf file). The value of θ will continuously change and so will the value of friction. I'm not able to figure out, why my solution is wrong, if it is wrong .
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