Newton's second law problem with friction

AI Thread Summary
The discussion centers on understanding Newton's second law in the context of a worker pulling a crate upward, which affects the forces acting on the crate. When the worker pulls upward, the normal force (Fn) and the weight (mg) no longer cancel each other out, resulting in a net force in the y-direction that is non-zero. This change also reduces the normal reaction force, thereby decreasing the frictional force opposing the horizontal push. Participants emphasize the importance of using the homework template correctly and suggest drawing Free Body Diagrams to clarify the forces involved. Properly structuring the problem statement and attempts at a solution is crucial for effective assistance.
isukatphysics69
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1. Homework Statement

i did part a,b,c but i am confused about part d.. i have a test tomorrow and will reattempt this when i wake up but i really need a hint here..so when the worker pulls upward he is decreasing the magnitude of -mg right? so if Fn and mg initially cancel each other out, when the worker pulls upward he is making it so that the acceleration in the y direction is no longer 0 correct? so netforceydirection = Fn-mg+Fpull and it is non zero?

Homework Equations

The Attempt at a Solution

 

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isukatphysics69 said:
i did part a,b,c but i am confused about part d.. i have a test tomorrow and will reattempt this when i wake up but i really need a hint here..so when the worker pulls upward he is decreasing the magnitude of -mg right? so if Fn and mg initially cancel each other out, when the worker pulls upward he is making it so that the acceleration in the y direction is no longer 0 correct? so netforceydirection = Fn-mg+Fpull and it is non zero?

the frictional force opposing the horizontal push is = coefficient of friction x R (the net reaction)
initially R= weight mg of the crate
after help say of F1 upward F1+ R = mg

so R= mg- F1 thereby reducing the frictional force = mux(mg-F1)
in the horizontal direction. so it will help him push easily
 
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You really need to use the homework template more effectively. What you've put in the problem statement belongs in the Attempt at solution section, and you should list any equations that you think are relevant to this type of problem in the Relevant equations section. See the pinned thread, Guidelines for students and helpers, for tips on how to create effective homework help requests.

An empty Attempt at solution section is a major flag to moderators to scrutinize your post to judge whether or not you've put any effort so far. Helpers, who are volunteering their expertise, shouldn't have to tease out your efforts from random places in the post.

Considering the points you've raised in your post, I am wondering whether or not you've drawn Free Body Diagrams for the scenarios. Have you done that?
 
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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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