Answer:
The force required by the brakes is

Solution:
As per the question:
Mass of the truck, M = 2200 kg
Height, h = 50 m
distance moved by the truck before stopping, x = 300 m

Force required by the brakes to stop the truck,
can be calculated by using the law of conservation of energy.
Now,
Kinetic Energy(K.E) downhil, K.E = reduction in potential energy,


Work done is provided by the decrease in K.E,i.e., change in potential energy.
W =

F =
