Given,
Mass of the water, m=50.0 kg
Height to which water was lifted, Δh=10.0 m
Time taken to pump the water, t=75.0 s
The work done to lift the water is given by the change in the potential energy of the water
i.e.

Where g is the acceleration due to gravity.
On substituting known values in the above equation,

Power is given by

Substituting the known values,

Therefore the power consumption of the pump is 65.4 W