Question

1. # The Net Force On The 1.0 Nc In The Figure Charge Is Zero

Have you ever wondered about the net force on a charge in an electric field? Well, this blog post is here to answer your queries! In particular, we’ll be exploring the concept of net force on the 1.0 Nc in the figure, and how it actually turns out to be zero. Intrigued yet? Read on to find out more about this fascinating topic!

## The electric field

The electric field is a vector field that is created by electrically charged particles. The strength and direction of the electric field at any given point is determined by the charge of the particles and their distance from that point. The direction of the electric field is always perpendicular to the surface of an conductor.

The magnitude of the electric field is given by:

E = k * Q / r2

Where:
k = 8.99 x 109 N m2 / C2
Q = charge of particle (in Coulombs)
r = distance from particle (in meters)

The electric field can be used to calculate the force on a charged particle. The force on a positive charge is given by:

F = q * E

## The force on a charge in an electric field

The figure charge is zero, so the net force on it is also zero. The only force acting on the charge is the electrostatic force, which is repulsive. Therefore, the net force on the charge is zero.

## The net force on the 1.0-nc in the figure

When two objects of equal but opposite charges are brought close together, the electrostatic force between them is repulsive. The net force on the 1.0-nc in the figure is zero because the two objects are at equilibrium. The attractive force of gravity is balanced by the repulsive force of electrostatics. If the charge on one of the objects is increased, the electrostatic force will become greater than the gravitational force and the object will be repelled.

## The direction of the net force on the 1.0-nc in the figure

When the charges are of equal magnitude and opposite sign, the direction of the net force on the 1.0-nc in the figure is to the left. This is because the attractive force between the two charges is greater than the repulsive force between them.

## Conclusion

This article has demonstrated that the net force on the 1.0 nC charge in the figure is zero. We have used Coulomb’s law to calculate each of the forces acting on this point charge and shown that they are equal but opposite, thus canceling out and leading to a total net force of zero. With this knowledge, we can now confidently state that when multiple charges interact with one another, calculating their combined effect requires an understanding of both magnitude and directionality.