Question : What is the Electric potential energy in electron volts of

1.	Question : What is the Electric potential energy in electron volts of an electron which is present in an electric potential V = 6.78 Volts?
Answer» Given: An electron which is present in an electric potential V = 6.78 Volts. To find: Electric Potential Energy in EV ? Calculation: The potential energy REFERS to the energy present in a charge KEPT in a field with a CERTAIN electric potential. So, this value can be calculated by multiplying the charge value with the electrostatic potential value. $\sf \therefore \: E = e \times V$ $\sf \implies\: E = (1.6 \times {10}^{ - 19} \times 6.78) \: joule$ $\sf \implies\: E = \dfrac{(1.6 \times {10}^{ - 19} \times 6.78)}{1.6 \times {10}^{ - 19} } \: eV$ $\sf \implies\: E = 6.78 \: eV$ So, electrostatic potential energy of the electron is 6.78 eV.

Question : What is the Electric potential energy in electron volts of an electron which is present in an electric potential V = 6.78 Volts?

Answer»

Given:

An electron which is present in an electric potential V = 6.78 Volts.

To find:

Electric Potential Energy in EV ?

Calculation:

The potential energy REFERS to the energy present in a charge KEPT in a field with a CERTAIN electric potential.

So, this value can be calculated by multiplying the charge value with the electrostatic potential value.

$\sf \therefore \: E = e \times V$

$\sf \implies\: E = (1.6 \times {10}^{ - 19} \times 6.78) \: joule$

$\sf \implies\: E = \dfrac{(1.6 \times {10}^{ - 19} \times 6.78)}{1.6 \times {10}^{ - 19} } \: eV$

$\sf \implies\: E = 6.78 \: eV$

So, electrostatic potential energy of the electron is 6.78 eV.

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