If you consider doing a simple textbook quantum experiment that supposedly involves single particles, then a rigorous treatment does need to invoke the validity of quantum mechanics for macroscopic objects as macroscopic measurement devices are going to be involved. E.g. when considering an interferometer, it looks like you are just considering how a single photon moves through the device, bounces off or moves through beam splitters and interferes with itself. But this involves interactions between photons and beam splitters.
When a photon bounces off a beam splitter its momentum changes, the beam splitter absorbs the difference in the momentum. If classical mechanics were exactly valid for macroscopic objects then this momentum change could in principle be extracted from the center of mass momentum of the interferometer (one can imagine a thought experiment where the interferometer is floating in a perfect vacuum in space). This would yield "which way" information which is then inconsistent with observing an interference pattern.
The solution to this paradox is that quantum mechanics also applies to the measurement apparatus, the center of mass momentum can be shown to have a quantum mechanical uncertainty that is much larger than the photon momentum. It's crucial that this uncertainty in the momentum is a real quantum mechanical uncertainty and not merely an uncertainty due to a lack of knowledge of a well defined classical momentum of the macroscopic interferometer.