The gravitational potential energy formula can be derived by calculating the work an external force does to move an object in that gravitational field. In the case of universal gravitation, we integrated the force times an infinitesimal bit of the path length. Why did we need to integrate as opposed to multiplying force times the total distance moved? O the gravitational force relies on knowing the masses involved O we only care about the external force the gravitational force is conservative the gravitational force gets weaker as you move away
The gravitational potential energy formula can be derived by calculating the work an external force does to move an object in that gravitational field. In the case of universal gravitation, we integrated the force times an infinitesimal bit of the path length. Why did we need to integrate as opposed to multiplying force times the total distance moved? O the gravitational force relies on knowing the masses involved O we only care about the external force the gravitational force is conservative the gravitational force gets weaker as you move away
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
Transcribed Image Text:The gravitational potential energy formula can be derived by calculating
the work an external force does to move an object in that gravitational
field. In the case of universal gravitation, we integrated the force times an
infinitesimal bit of the path length. Why did we need to integrate as
opposed to multiplying force times the total distance moved?
the gravitational force relies on knowing the masses involved
we only care about the external force
the gravitational force is conservative
the gravitational force gets weaker as you move away
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