How does the uncertainty principle in quantum mechanics challenge our classical intuition about the simultaneous measurement of position and momentum?

a) By asserting that classical intuition is accurate, and quantum mechanics is flawed.
b) By demonstrating that position and momentum can be precisely measured simultaneously in quantum systems.
c) By revealing that classical concepts of determinism apply equally to quantum phenomena.
d) By stating that the more precisely one variable (e.g., position) is measured, the less precisely the conjugate variable (e.g., momentum) can be known.