In classical physics, describing and determining the motion state of a particle requires two physical quantities, namely position and momentum, and these two quantities have values that can be accurately determined at any instant. However, for microscopic particles with wave-particle duality, their position and momentum cannot be accurately measured simultaneously. Which of the following statements about the principle that the position and momentum of microscopic particles cannot be accurately determined simultaneously is correct?

Options:
A. The uncertainty relation is a result of the observer effect; the act of measuring one quantity (position or momentum) inherently affects the other, leading to an inherent limit in the precision of both measurements, but this effect can be minimized with advanced technology.
B. The uncertainty relation is a result of the observer effect; the act of measuring one quantity (position or momentum) inherently affects the other, leading to an inherent limit in the precision of both measurements, but this effect can be completely eliminated with advanced technology.
C. The uncertainty relation is a result of the observer effect; the act of measuring one quantity (position or momentum) inherently affects the other, leading to an inherent limit in the precision of both measurements, but this effect can be reduced to a negligible level with advanced technology. However, the wave-particle duality of microscopic particles does not play a significant role in this phenomenon.
D. The fundamental reason for the existence of the uncertainty relation is the wave-particle duality of microscopic particles; the existence of the uncertainty relation is the inevitable result of the statistical regularity of the motion of microscopic particles.
E. The existence of the uncertainty relation is due to the measurement, or due to the insufficient precision of the measuring instruments, and as the precision of the measuring instruments improves, the originally uncertain relationship will continue to improve.
F. The uncertainty relation is a result of the observer effect; the act of measuring one quantity (position or momentum) inherently affects the other, leading to an inherent limit in the precision of both measurements, but this effect can be reduced to a negligible level with advanced technology.
G. The uncertainty relation is a result of the observer effect; the act of measuring one quantity (position or momentum) inherently affects the other, leading to an inherent limit in the precision of both measurements, but this effect can be reduced to a negligible level with advanced technology. However, the wave-particle duality of microscopic particles plays a minor role in this phenomenon.
H. The uncertainty relation is a fundamental relationship in quantum mechanics, its existence is determined by the nature of microscopic particles, it represents the limits that must be considered when applying classical physics concepts to describe microscopic systems, and the value of this limit is Planck's constant h.
I. The uncertainty relation is a result of the observer effect; the act of measuring one quantity (position or momentum) inherently affects the other, leading to an inherent limit in the precision of both measurements.
Answer: D