## Is equipotential surface flat for a uniform electric field?

Equipotential surface is flat. Equipotential surface is spherical. Electric lines are perpendicular to equipotential surface. Work done is zero.

**Is equipotential surface spherical for uniform electric field?**

Spherical equipotential surfaces are formed when the source is a field is a point charge. Therefore it is incorrect to say that equipotential surface is always spherical. Hence, option 2 is incorrect. The electric field is always normal to the equipotential surface at every point.

### Why do the equipotential surface due to uniform electric field?

Answer. Answer: The equipotential surfaces due to a uniform electric field not intersect each other because two different equipotential surface have different electric potential, so if they intersect then the point of intersection will have two different potentials at the same point which is not possible.

**Which of the following statement is correct for equipotential surfaces for uniform electric field?**

There is no potential gradient along any direction parallel to the surface, and no electric field is parallel with the surface, This means electric field are always at right angle to the equipotential surface.

#### Can equipotential surfaces be imaginary spheres?

They can be imaginary spheres.

**What is true of equipotential surface?**

An equipotential surface is a surface with a constant value of potential at all points on the surface. For a uniform electric field, say, along the x-axis, the equipotential surfaces are planes normal to the x-axis, ie, plane parallel to the y−z plane.

## What do you understand by equipotential surface?

The surface which is the locus of all points which are at the same potential is known as the equipotential surface. No work is required to move a charge from one point to another on the equipotential surface.

**Which of the following is equipotential surface?**

For an isolated point charge, the equipotential surface is a sphere. i.e. concentric spheres around the point charge are different equipotential surfaces. In a uniform electric field, any plane normal to the field direction is an equipotential surface.

### What is wrong statement about equipotential surfaces?

The wrong statement about equipotential surfaces is, ‘the electric field is parallel to the equipotential surface because electric field is always perpendicular to equipotential surface.

**Which of the following is not property of equi?**

For a uniform electric field they are concentric spheres is NOT the property of equipotential surface.

#### What is equipotential surface give an example?

a surface all of whose points have the same potential. For example, the surface of a conductor in electrostatics is an equipotential surface. In a force field the lines of force are normal, or perpendicular, to an equipotential surface.

**Are equipotential surfaces imaginary?**

The locus of all the points on the surface which has the same electric potential is called the equipotential surface. Since the electric field lines are imaginary lines points over the field lines would also be imaginary. The electric field is always perpendicular to the equipotential surface.

## What are the equipotential surfaces of electric field?

The equipotential surfaces planes normal to the x-axis for a uniform electric field The equipotential surfaces are of concentric spherical shells for a point charge. The potential is constant inside a hollow charged spherical conductor.

**What is the gap between two consecutive equipotential surfaces?**

As Electric Field is uniform, so gap between two consecutive equipotential surfaces will be same. Properties of equipotential surface: ∙ Electric field lines are always perpendicular to equipotential surface

### Why electric field lines are perpendicular to equipotential lines?

Due to the electric field lines point away from the charge radially, they remain perpendicular to the equipotential lines. 2. Can Two Equipotential Surfaces Intersect? The two equipotential surfaces cannot intersect because it would contradict how an equipotential surface is defined.

**What is the work done on equipotential surface with v = 0?**

Since ΔV = 0, for equipotential surfaces, the work done is zero, W = 0. Q.2: A positive particle of charge 1.0 C accelerates in a uniform electric field of 100 V/m.