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The ‘Lorentz Transformation’ equations are fundamental to which theory?

A. Special Relativity
B. General Relativity
C. Quantum Mechanics
D. Electromagnetism

Answer: Special Relativity

The ‘Einstein’s Theory of General Relativity’ primarily addresses:

A. The curvature of spacetime due to mass
B. The quantization of atomic energy levels
C. The interaction of photons with matter
D. The behavior of electrons in magnetic fields

Answer: The curvature of spacetime due to mass

The ‘Bohr Radius’ is the average distance between:

A. The nucleus and the electron in a hydrogen atom
B. Two electrons in an atom
C. The nucleus and an incoming photon
D. Two protons in a nucleus

Answer: The nucleus and the electron in a hydrogen atom

The ‘Zeeman Effect’ refers to:

A. The splitting of spectral lines in a magnetic field
B. The emission of radiation by black holes
C. The interaction of photons with electrons
D. The quantization of energy levels in atoms

Answer: The splitting of spectral lines in a magnetic field

The ‘Photoelectric Effect’ was crucial in establishing the concept of:

A. Photon
B. Quantum entanglement
C. Wave-particle duality
D. Quantum tunneling

Answer: Photon

The ‘Quantum Mechanics’ theory is based on:

A. Wave functions and probabilities
B. Classical trajectories and forces
C. The curvature of spacetime
D. The behavior of macroscopic objects

Answer: Wave functions and probabilities

The ‘Rutherford Gold Foil Experiment’ led to the discovery of:

A. The atomic nucleus
B. The electron
C. The neutron
D. The proton

Answer: The atomic nucleus

The ‘Quantum Superposition’ principle implies that:

A. A quantum system can exist in multiple states simultaneously
B. Particles exhibit wave-particle duality
C. The speed of light is variable in different media
D. Energy levels in an atom are discrete

Answer: A quantum system can exist in multiple states simultaneously

The ‘Stern-Gerlach Experiment’ demonstrated:

A. The quantization of angular momentum
B. The wave-particle duality of light
C. The photoelectric effect
D. The Compton effect

Answer: The quantization of angular momentum