Net Force of A: Diagram Analysis

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To find the net force on object A, the relevant equations include the force between charges FAB=KqAqB/r², and the components of the forces Fx=Fcosθ and Fy=Fsinθ. The total force can be calculated using the formula FR=sqrt(Fx² + Fy²) and determining the angle θ with θ=tan⁻¹(Fy/Fx). Participants are encouraged to calculate the vector forces F_AB and F_AC, then sum these vectors to obtain the total force acting on A. Providing the calculations will help clarify the process.
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Homework Statement
Find the net force of A as shown in the diagram.
Relevant Equations
FAB=KqAqB/r2
Fx=Fcosθ
Fy=Fsinθ
FR=square root of the total of Fx^2+the total of Fy^2
θ=tan-1(Fy/Fx)
Find the net force of A as shown in the diagram.
 

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I think you want to find Fnet A ...

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Tell me which part you need explanation.
 
Spotify said:
Homework Statement:: Find the net force of A as shown in the diagram.
Relevant Equations:: FAB=KqAqB/r2
Fx=Fcosθ
Fy=Fsinθ
FR=square root of the total of Fx^2+the total of Fy^2
θ=tan-1(Fy/Fx)

Find the net force of A as shown in the diagram.
You need to find the vector forces ## F_{AB} ## and ## F_{AC} ## and sum those force vectors to get the total force on A. Can you show us your work on that?
 

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