Electric Potential and Voltage
About the Lecture
The lecture Electric Potential and Voltage by Jared Rovny, PhD is from the course Electrostatics.
Included Quiz Questions
What are the formulas of the electric (magnitude) and potential field of a charge q?
- E = k |q|/r² , Φₑ = k q/r
- E = k |q|/r² , Φₑ = kq²/r
- E = k |q|/r² , Φₑ = kq/r²
- E = k |q|/r , Φₑ = kq/r²
- E = k q²/r² , Φₑ = kq/r
What is the definition of voltage and the superposition principle for an electric potential field?
- Voltage: The electric potential difference between two points is called voltage. Superposition principle: The total electric potential at point p is the sum of the electric potential fields at p.
- Voltage: The sum of the electric potential between two points is called voltage. Superposition principle: The total electric potential at point p is the sum of the potential fields at p.
- Voltage: The gravitational potential difference between two points is called voltage. Superposition principle: The total electric potential at point p is the sum of the electric fields at p.
- Voltage: The electric potential difference between two points is called voltage. Superposition principle: The total electric potential at point p is the difference of the electric potential fields at p.
- Voltage: The electric field difference between two points is called voltage. Superposition principle: The total electric potential at point p is the sum of the electric potential fields at p.
These courses may be of interest to you
Author of lecture Electric Potential and Voltage
Jared Rovny, PhD
Customer reviews
5,0 of 5 stars
| 5 Stars |
|
1 |
| 4 Stars |
|
0 |
| 3 Stars |
|
0 |
| 2 Stars |
|
0 |
| 1 Star |
|
0 |
Thanks a lot, your explanation makes sense. i can now connect the dots.
By Eric Y. on 06. December 2019 for Electric Potential and Voltage
I gave a 5 reason because Physics has been a challenging course to me , especially magnetism. the way the concepts were broken down gave me a deeper understanding and i can now start to understand what i learned as an undergraduate. Keep it up.
