Final answer:
The applicability of Quantum Physics to macroscopic objects suggests the possibility of observing macroscopic superposition and does not contradict but rather complements classical physics. This concept aligns with the idea that classical mechanics is an approximation of quantum mechanics at larger scales.
Step-by-step explanation:
If Quantum Physics is applicable to Macroscopic objects then what does this imply? The question explores the significance of applying the principles of quantum mechanics, which are typically associated with subatomic particles to much larger systems. When quantum physics is applicable to macroscopic objects, it implies a potential for macroscopic superposition such as the demonstration of the uncertainty principle at large scales. This does not overturn quantum principles but incorporates them into a broader context, where classical and quantum mechanics converge. It also does not necessarily imply a direct impact on the emergence of quantum computing, although such applications benefit from understanding quantum phenomena.
Quantum mechanics traditionally deals with atomic and subatomic scales, where wave-particle duality and probabilities dominate. The correspondence principle, introduced by Niels Bohr asserts that classical mechanics is merely an approximation of quantum mechanics for systems with large quantities of energy or at a scale where quantum effects average out. Thus observing quantum effects in macroscopic objects would align with the principles set forth by quantum theory while potentially extending our understanding of the macroscopic world and how it interacts with quantum phenomena.