How Does the Angle of Pulling Affect Kinetic Friction on a Box?

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SUMMARY

The discussion focuses on the relationship between the angle of a pulling force and the kinetic friction acting on a box weighing 150N. When the pulling force of 110N is applied horizontally, the kinetic friction is twice as large compared to when the force is applied at an angle. The incorrect setup of the equation by the user indicates a misunderstanding of how to calculate the frictional forces based on the angle of application. The correct interpretation is that the kinetic friction force decreases as the angle of the pulling force increases.

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Homework Statement



A box has a weight of 150N and is being pulled across a horizontal floor by a force that has a magnitude of 110N. The pulling force can point horizontally, or it can point above the horizontal at an angle (?). When the pulling force points horizontally, the kinetic frictional force acting on the box is twice as large as when the pulling force points at the angle (?).

Homework Equations



Find (?)

The Attempt at a Solution



I set up my equation to be 2(150)=150 - 110sin43.
...which is not right.
any help would be greatly appreciated :)
 
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pope 17, welcome to Physics Forums!

How did you determine that the angle is 43 degrees, if your equation was set up incorrectly?

Re-wording the problem, note that when the pulling force acts at an angle , the kinetic friction force is 1/2 the kinetic friction force when the pulling force acts horizontally.
 

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