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The concept of light being both a particle and a wave is rooted in the theory of quantum mechanics. According to this theory, light can exhibit both particle-like and wave-like properties, depending on the experimental setup and the observations made.

When light is considered as a particle, it is described in terms of discrete packets of energy called photons. Photons have properties such as momentum and energy, and they interact with matter in a way that is characteristic of particles. This particle nature of light helps explain phenomena like the photoelectric effect and the emission and absorption of light by atoms.

On the other hand, when light is described as an infinite number of tiny waves, it is treated as an electromagnetic wave. Electromagnetic waves have properties such as wavelength, frequency, and amplitude, and they exhibit behaviors like interference and diffraction. This wave nature of light is typically observed in phenomena such as interference patterns in double-slit experiments and the colors produced by thin films.

The duality of light as both a particle and a wave is known as wave-particle duality. The choice of whether to interpret light as a particle or a wave depends on the particular experiment or observation being made. In some situations, the particle-like nature of light may dominate, while in others, the wave-like nature may be more prominent.

Determining whether light behaves more like a particle or a wave in a given situation requires conducting appropriate experiments and analyzing the results. Certain experiments, such as the double-slit experiment, can demonstrate the wave-like nature of light through interference patterns. Other experiments, like the Compton scattering experiment, provide evidence for the particle-like behavior of light.

In summary, the nature of light as a particle or a wave depends on the context and the experimental setup. Its behavior can exhibit characteristics of both, and the specific interpretation is determined based on experimental observations and theoretical models.

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