In classical physics, the measurement of position and momentum of an object is not subject to the same fundamental limitations as in quantum mechanics. According to Heisenberg's uncertainty principle in quantum mechanics, there is a fundamental limit to the precision with which position and momentum can be simultaneously measured for a quantum particle.
However, in classical mechanics, such as the motion of a car, there is no inherent uncertainty principle that imposes limitations on measuring both position and momentum simultaneously. In principle, you can measure the position and momentum of a classical object, like a car, to arbitrary precision, given accurate measuring instruments and sufficient knowledge of the object's initial conditions and the forces acting upon it.
In classical mechanics, the position and momentum of an object are considered independent variables, and their simultaneous measurement is not subject to the same inherent uncertainty relationship found in quantum mechanics. Classical mechanics follows deterministic principles where the state of an object can, in principle, be precisely determined if all relevant information is known.
It is important to note that as objects become smaller and approach the quantum realm, classical mechanics ceases to be an accurate description, and the laws of quantum mechanics take precedence. At such microscopic scales, the uncertainty principle comes into play, imposing fundamental limits on the simultaneous measurement of position and momentum.