What is the Charge of a Ball in an Electric Field?

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Homework Help Overview

The discussion revolves around determining the charge of a ball suspended in an electric field. The scenario involves a point charge with a mass of 5.0 g hanging at an angle of 20 degrees in an electric field of 100,000 N/C.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the forces acting on the ball, including tension, gravity, and the electric field. There are questions about how to balance these forces and the role of tension in the system.

Discussion Status

The conversation has progressed with some participants questioning the necessity of tension in solving the problem. One participant indicates they have found the answer, suggesting a shift in understanding, but the details of their reasoning are not fully explored.

Contextual Notes

There is a lack of a force diagram, and participants are working with the assumption that the ball is in equilibrium, which raises questions about the components of the forces involved.

KhaNgo
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An electric field causes the 5.0 g point charge to hang at a 20 angle. What is the charge of the ball

I don't have the figure but it looks like a simple pendulum hanging at the angle of 20 degree

Homework Statement


E= 100,000 N/C
m of the ball = 5g
Angle =20 degree

e0= 8.85*10^12


Homework Equations



E = F (electrostatic) on p / p (charge)

F = (K q1 q2)/r12^2

q=E*r^2*4pi*e0

The Attempt at a Solution



I have no clue
 
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KhaNgo said:
An electric field causes the 5.0 g point charge to hang at a 20 angle. What is the charge of the ball

I don't have the figure but it looks like a simple pendulum hanging at the angle of 20 degree

Homework Statement


E= 100,000 N/C
m of the ball = 5g
Angle =20 degree

e0= 8.85*10^12

Homework Equations



E = F (electrostatic) on p / p (charge)
F = (K q1 q2)/r12^2
q=E*r^2*4pi*e0

The Attempt at a Solution



I have no clue

Draw a force diagram.

Figure what needs to be in balance for the pendulum and weight to be at that angle.
 
So basically, there will be tension, gravity and electric field act on it
and gravity and electric field will have x,y component but how can we figure out Tension?
So saying the ball doesn't move we can set everything =0 but we don't have tension
 
Never mind, I've found the right answer...We actually don't need Tension to solve it
Thanks for great hint
 

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