Basically, this Electric potential calculator gives us the electric potential over a particular point. Due to the utilization of this calculator, we can do the calculations directly by simply entering the amount of the charge, from a particular distance r, and clicking on the calculate button gives the Resultant Electric potential of a point charge.

In this article, we can find an electric potential calculator and a way to utilize the calculator with the related formulas, Example problems that make the operations simpler and easier.

The overall work performed required moving a single charge from a reference point to a particular point that is opposite to the electric field.It units are joules / coulombs.(or) simply in volts. It is a little bit connected with the potential energy.

The Electric potential is calculated by using the formula V = kq/ r

- Where k is a coulomb’s constant having its theoretical value as 1 /4.π. ϵ0 = 9.0×109
- q is electrostatic charge and r is distance.

To calculate the Electric potential follow the below steps manually when there is no calculator.

- Determine the corresponding value of the charge.
- Multiply the charge value with coulomb’s whose theoretical value is 1 /4.π. ϵ0 = 9.0×10^9.
- Then divide the complete value with the given distance r in the formula V = kq/r
- The resultant value which is obtained is nothing but the Electric potential at a given point charge.

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In order to utilize the calculator go through the steps as shown and make easy calculations for everyone in order to obtain the Electric potential.

- First, enter the values of charge q and at a particularly given distance.
- Then click on the calculate button.
- The Resultant output value obtained is nothing but the Electric potential value.

**Question 1.**

What is the Electric potential at a point with a charge of 3 coulomb’s present having a distance of 7 centimeters?

Given electric charge q = 3x 10^7 coulomb’s and distance(r) = 7 centimeters = 0.7 meters

As we know the formula substitute the given values in it V = Kq/r

= k .( 3 ) / (0.7)

= (9.0 x 10^9 ).(3)/(0.7)

= 38,518 x 10^6 volts

So, 38,518 volts is the Resultant electric potential at a point charge containing a distance of meters.

**Question: 2.**Calculate the voltage 4. Cm away from the center with a diameter of 2-centimeter metal sphere containing a charge of 4.00 nc?

**Solution :**

Given diameter of metal sphere = 4 centimeters

charge of metal sphere = 4.00nc

By substituting the values in calculator = kq/r

= (9.0 x 10^9 ).(4.00nc)/ (0.4m )

= 0.000008988 x 10^6 volts

Hence the overall Resultant Electric potential of the metallic sphere is = 0.000008988 x 10^6 volts

**Question 3: **A plastic shaped cylinder with a diameter of 0.4 cm is employed in static electricity illustration containing an evenly distributed 32 pC charge over the surface, Then calculate the electric potential?

**Solution :**

Given diameter of plastic cylinder = 0.4 cm

Charge of cylinder = 32 pC

As we know the formula substitute the values in calculator = kq/r

= (9.0 x 10^9 ).(32pC)/ (0.4cm )

= 0.0000719 x 10^6 volts

Hence the overall Resultant Electric potential of the plastic cylinder is = 0.0000719 x 10^6 volts

**1). What is electric potential?**

The overall work performed required moving a single charge from a reference point to a particular point that is opposite to the electric field.

**2). What is the formula to calculate the Electric potential at a point charge?**

Basically ,the formula of electric potential is given as V = kq/r.

**3). What is Coulomb's constant value in the electric potential calculator?**

The value of Coulomb's constant is around 9.0 x 10^9 coulombs.

**4). Does the electric potential increase with distance?**

Yes, of course, the electric potential increases.

**5). Electric potential is which quantity?**

It is a scalar quantity.