Final answer:
The question is asking about the resolving power of the human eye in the context of car headlights, which is a concept explained by the principles of diffraction and angular resolution in Physics. An exact range for high beam visibility is not given in the question or references, as it varies with conditions and headlight power.
Step-by-step explanation:
The question relates to the maximum distance at which car headlights, spaced 1.30 meters apart, can be resolved by the human eye under normal conditions. This involves the concepts of diffraction and angular resolution, which are principles covered in Physics. It is important to note that while the context of the question is about driving, the core concept being tested is optical physics.
High beam headlights are designed to illuminate the road at greater distances compared to low beam headlights. Under ideal conditions with properly adjusted high beams, a driver might expect to see further ahead, but the question specifically doesn't provide a direct answer to that but instead is asking about the resolving power of the human eye. The distance at which the human eye can resolve two points, such as car headlights, is a function of the diffraction limit and the anatomy of the eye, particularly the diameter of the pupil.
Knowing the pupil diameter and the average wavelength of light, one can use the Rayleigh criterion to calculate the angular resolution, and from there, determine the maximum distance at which two points (like headlights) can be resolved. The provided references all hint at a calculation that involves these pieces of information. However, an exact number for the visibility range of high beams is not provided because that depends on both the power of the headlights and environmental conditions.