Coulomb's law and different charges

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SUMMARY

Coulomb's law defines the electrical force between two charges, which can be calculated using the formula F = k * |q1 * q2| / r², where k is Coulomb's constant. When two conducting spheres with charges q1 = -2 nC and q2 = 6 nC are brought into contact, they share their charges equally, resulting in both spheres having a charge of 2 nC after separation. The magnitude of the electrical force between the spheres, now both positively charged, can be calculated using their new charges and the distance of 3.00 cm, resulting in a repulsive force.

PREREQUISITES
  • Coulomb's law
  • Understanding of electric charge (positive and negative)
  • Concept of conducting spheres
  • Basic knowledge of force calculations
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  • Calculate the electrical force using Coulomb's law with different charge values
  • Explore the effects of distance on electrical force in Coulomb's law
  • Learn about charge conservation in conductive materials
  • Investigate the behavior of neutral objects in electric fields
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Students in physics, electrical engineers, and anyone interested in understanding electrostatics and the behavior of electric charges.

PinkFlamingo
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If you have two charges, one positive and one negative, you can find the electrical force using coulomb's law. What happens to the charges if you touch them together and then separate them again? Do they become like charges, and does the magnitude change?

Thanks

Mandy

:confused:
 
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You really haven't specified a physical situation, so who knows. But neutral objects exert no electric force on each other.

cookiemonster
 
Two small, identical, point-like conducting spheres have charges q1=-2nC and q2=6.00 nC, The two spheres are brought momentarily into contact and then separated by a distance of 3.00 cm. Now what is the magnitude of the electrical force on each? Are the forces now attractive or repulsive?
 

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