Final answer:
Centripetal acceleration of a car on a banked curve at constant speed without skidding is caused by the horizontal component of the normal force, with gravitational force also playing a role.
Step-by-step explanation:
The stunt driver rounding a banked circular curve at a constant speed experiences centripetal acceleration due to two main forces: the gravitational force (weight) and the normal force exerted by the road. On a banked curve, the normal force of the road has a horizontal component that provides the necessary centripetal force to keep the car moving in a circular path without sliding outwards.
The frictional force does not contribute in this case, assuming a frictionless surface, nor do the Coriolis force, centripetal force as an independent force (since it's a result, not a cause), or any other force. Thus, the centripetal acceleration is the result of the horizontal component of the normal force.