Box Acceleration with Multiple Forces

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The discussion revolves around the forces acting on a hanging box, specifically two 45 N forces and one 90 N force. It concludes that the upward forces combined are less than 90 N, while the downward force is exactly 90 N. Therefore, the box will experience downward acceleration due to the net force being negative. The symmetry of the forces also results in the cancellation of horizontal components. Ultimately, the box will accelerate downward.
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Newton's forces on a box!

Homework Statement


Two 45 N forces and a 90 N force act on a hanging box as shown in the picture below.

Will the box experience acceleration?
1. Yes; upward.
2. No; it is balanced.
3. Unable to determine without the angle.
4. Yes; downward.

Homework Equations


F= ma


The Attempt at a Solution


Will the two forces at the top result in a +y direction force of 45 or 90, or is it something else.
 

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allora_97 said:

Homework Statement


Two 45 N forces and a 90 N force act on a hanging box as shown in the picture below.

Will the box experience acceleration?
1. Yes; upward.
2. No; it is balanced.
3. Unable to determine without the angle.
4. Yes; downward.

Homework Equations


F= ma

The Attempt at a Solution


Will the two forces at the top result in a +y direction force of 45 or 90, or is it something else.
You know that the Y-component of each of the 45 N forces is less than 45 N (since 45 N is the hypotenuse of the triangle that the components make) Therefore, both of them summed is less than 90 upward. If you have 90 downward and less than 90 upward, do you have an acceleration? Note also that the x-component of one 45 N force cancels out the other's due to symmetry.
 


thanks i get it!
 
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