Resultant Force: 40N in Negative X Direction

In summary, the problem involves finding the resultant force needed to produce static equilibrium for a particle with two applied forces of 40N each, at 60 degrees above and below the x-axis. Using the equation for finding the magnitude of the resultant force, the solution is F3 = 56.57N.
  • #1
alexmolinavr6
8
0
Resultant force?

A particle is said to be in static equilibrium if the resultant of all forces is applied to it is zero. Find the force that must be applied to a particle that produces static equilibrium if there are two forces, each of 40N applied so that one acts 60o above the positive x-axis and the other 60 below the negative x-axis.
Give the magnitude of the resultant acting in the negative x direction.

vectors.jpg
 
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  • #2


alexmolinavr6 said:
A particle is said to be in static equilibrium if the resultant of all forces is applied to it is zero. Find the force that must be applied to a particle that produces static equilibrium if there are two forces, each of 40N applied so that one acts 60o above the positive x-axis and the other 60 below the negative x-axis.
Give the magnitude of the resultant acting in the negative x direction.

vectors.jpg

Welcome to the PF. You need to show us the Relevant Equations and your Attempt at a Solution, before we can be of tutorial help. What can you say about how to start summing and figuring out the vector equations?
 
  • #3


this is what I was thinking in doing
Taking the magnitude of the given forces

llF1^2ll llF2^2ll

which when plugged in would be something like:

sqrt[(40^2)+(40^2)]

which will give me a F3=56.57N
 

1. What is the meaning of "Resultant Force: 40N in Negative X Direction"?

This means that there is a force acting on an object with a magnitude of 40 Newtons in the negative X direction, which is typically defined as moving to the left.

2. How is the resultant force calculated?

The resultant force is calculated by adding all the individual forces acting on an object together, taking into account their magnitudes and directions.

3. What does a negative X direction indicate in terms of force?

A negative X direction indicates that the force is acting in the opposite direction of the positive X axis. In this case, the force is acting towards the left.

4. How does the resultant force affect an object?

The resultant force affects an object by causing it to accelerate in the direction of the resultant force, according to Newton's Second Law of Motion (F = ma).

5. Can the resultant force be zero in this scenario?

Yes, the resultant force can be zero if the forces acting on the object are balanced. This means that the forces cancel each other out and there is no net force acting on the object.

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