The gravitational potential energy of the earth-sun system is the amount of energy that would be required to move the earth from its current position to a position where it is orbiting the sun at a distance of 1 AU. The value of the gravitational potential energy is thus -2.72 x 10^32 J.
Other related questions:
Q: What is the gravitational potential energy of the earth and sun?
A: The gravitational potential energy of the Earth and Sun is approximately -2.74 x 10^32 Joules.
Q: What is the gravitational potential energy of the Sun?
A: The Sun’s gravitational potential energy is approximately -2.27 x 10^41 joules.
Q: What is the gravitational potential energy of the earth?
A: The gravitational potential energy of the Earth is the energy that the Earth has due to its gravitational pull. It is the energy that the Earth has to keep objects from falling off of it.
Q: What is the gravitational potential energy of the moon planet system?
A: The gravitational potential energy of the moon planet system is the potential energy that would be released if the moon were to fall from its current orbit and crash into the planet.
Bibliography
- What is the gravitational potential energy of the Earth and Sun …
- Gravitation: Potential: Problems on Potential Energy
- 13.3 Gravitational Potential Energy and Total Energy
- What is the gravitational potential energy of the … – Doubtnut
- Solved What is the gravitational potential energy of the – Chegg
- What is the gravitational potential energy of the Earth-Sun …
- Gravitational potential energy at large distances review