G.P.E = mgΔh
The energy an object possess due to its position in a gravitational field
The work done per unit mass in bringing a test mass from infinity to a defined point


Gravitational potential increases and decreases depending on whether the object is travelling towards or against the field lines from infinity
A planet has a diameter of 7600 km and a mass of 3.5 × 1023?kg. A rock of mass 528 kg accelerates towards the planet from infinity.At a distance of 400 km above the planet’s surface, calculate the gravitational potential of the rock.
Step 1:??????????? Write the gravitational potential equation

Step 2:??????????? Determine the value of r
r is the distance from the centre of the planet
Radius of the planet = planet diameter ÷ 2 = 7600 ÷ 2? = 3800 km
r = 3800 + 400 = 4200 km = 4.2 × 106?m
Step 3:????????????Substitute in values

Remember to keep the negative sign in your solution for gravitational potential. However, if you’re asked for the ‘change in’ gravitational potential, no negative sign should be included since you are finding a difference in values (between 0 at infinity and the gravitational potential from your calculation).
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