Solving a Homework Question: 25N Force Opposite to Displacement?

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A homework question involves a 25N force acting opposite to a block's displacement of 7.5m on a frictionless surface. The discussion clarifies that the force's direction is correct, resulting in negative acceleration, which indicates the block will slow down. To calculate work done, the formula W=(F cos θ) s is used, with the angle adjusted to 210 degrees due to the force's direction. This results in a negative work value, suggesting the force does work on the block in the opposite direction. The student realizes the problem's simplicity contrasts with their professor's usual challenging assignments.
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I have a homework question that has a box and it has the 25N force acting on it in the opposite direction of the displacement. Is this possible or is the force poining in the wrong direction. I email my teacher but he hasnt replied yet.
You can view a diagram i made
HERE
 
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I don't see the problem... The acceleration will simply be negative, that is, the body will slow down. What's bothering you?
 
I don't know what's bothering me, it just does. I am also not looking for accleration. I am looking for W.

the problem says-

A constant force of 25N is applied as shown to a block which undergoes a displacement 7.5m to the right along a frictionless surface while the force acts. What is the work done by the force?

do I just use W=(F cos \theta) s
.....W=(25 cos 30) 7.5=162.37J

If that's it(which I doubt b/c I don't know what I am talking about when it come to physcs), its way too easy of a prob that my professor usually gives out for HW
 
You do just that, only the angle is now 210 instead of 30, that's all. (x's direction is to the right, so the angle with that direction isn't 30 but 180+30=210).
So you'll get exactly the negative value you got, which would mean to body does work on the guy that applies the force... (For instance, it could accelerate something that would be attached to it).
 
Ok, thanks for helping me out with that. I guess it was hard for me to understand b/c I was looking into it too much b/c my professor never gives out easy homework problems.
 
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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