a. 
The equation for the gravitational force acting between two masses is given by:

where
G represents the gravitational constant
M and m refer to the masses of the two objects
r indicates the distance separating the objects
In this scenario, we have:
M = 7000 kg, the elephant's mass
m = 0.02 kg, the mouse's mass
r = 1 m, the distance between them
Plugging these values into the equation will allow us to compute the gravitational force that the elephant applies on the mouse:

b. 
The next part can be tackled by recalling Newton’s third law, which asserts that:
"When object A applies a force (action) on object B, object B simultaneously applies an equivalent and opposite force (reaction) on object A". In this illustration, the elephant is object A and the mouse is object B: thus, the gravitational force from the elephant on the mouse is the action, while the force from the mouse on the elephant acts as the reaction. Both forces match in magnitude yet differ in direction: therefore, the gravitational force the mouse exerts on the elephant can be expressed as

where the negative signifies an opposite direction.