Can Two Repelling Spheres Be Solved?

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In summary, according to Newton's third law, if Q exerts an electrical force of 2.0 N on q, then q will exert an electrical force of 2q N on Q. This means that the charges must be equal for the forces to be equal. However, it is possible for the charges to be different as long as the forces remain constant. This is demonstrated by the fact that X can hang at a smaller angle, indicating a greater mass, even though the electrical forces are still equal.
  • #1
duhduhduh
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Solved.
 
Last edited:
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  • #2
Electrostatic forces obey Newton's third law. Based on this, fill in the blank:

Suppose Q = 2q. If Q exerts an electrical force of 2.0 N on q, then q exerts an electrical force of ______ N on Q.
 
  • #3
2q because the forces must be equal. Doesn't this agree with my answers?

Or does it mean that the charges can be anything as long as the force remains constant, in which case the answers would be:

True
False
True
True
True
 
  • #4
One of your answers is still wrong. Hint: If the electrical forces are equal, then how can X hang at the smaller angle?
 
  • #5
It must have a greater mass, so the mass one is false.

Thank you so much!
 
  • #6
duhduhduh said:
Solved.

It is against the PF rules to deleted your posts after you have received help. Check your PMs.
 

Related to Can Two Repelling Spheres Be Solved?

1. What is the phenomenon of two repelling spheres?

The phenomenon of two repelling spheres refers to the behavior of two spheres that, due to their electrical charges, experience a force of repulsion when brought close to each other. This is a result of the like charges on the surfaces of the spheres repelling each other.

2. What causes two spheres to repel each other?

The repulsion between two spheres is caused by the electric force between them. This force is a result of the like charges on the surfaces of the spheres, which push against each other due to their mutual repulsion.

3. How does the distance between the spheres affect their repulsion?

The distance between the spheres has a direct impact on the strength of their repulsion. The closer the spheres are to each other, the stronger the repulsive force will be. This is because the electric force between the spheres increases as the distance between them decreases.

4. Can two spheres with opposite charges also repel each other?

No, two spheres with opposite charges will not repel each other. In fact, they will experience a force of attraction, as opposite charges are attracted to each other. This is known as the electric force of attraction.

5. How is the repulsion between two spheres related to their charges?

The strength of the repulsion between two spheres is directly proportional to the magnitude of their charges. The larger the charge on each sphere, the stronger the repulsion will be. This relationship is described by Coulomb's Law, which states that the electric force between two charges is directly proportional to the product of their charges and inversely proportional to the square of the distance between them.

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