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Atom Systems
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Einstein explained the photoelectric effect using:
Classical electricity
Bohr’s orbitals
Continuous wave theory
Photon theory (light as particles)
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The electron cloud model shows electrons as:
Circling nuclei like planets
Stationary particles
Probability regions
Fixed orbits
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In Bohr’s model, electrons:
Move in fixed circular orbits
Are stationary
Exist only in a cloud
Can have any energy
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The electron cloud model keeps quantized energy levels.
True
False
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In the photoelectric effect, electrons are ejected when:
Light intensity is high enough
Any light shines on the metal
Light frequency is above threshold
Metal is hot
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Scientists only need one model to explain all atomic behavior.
True
False
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Classical physics predicted that electrons orbit the nucleus like:
Fixed points
Satellites randomly
Planets around the sun
Particles in a cloud
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Which formula represents photon energy?
V = IR
E = hf
F = ma
E = mc²
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Compared to Bohr, the electron cloud model is better for:
Ignoring energy levels
Predicting chemical behavior
Describing photons
Explaining hydrogen spectra only<br>
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Bohr’s model works perfectly for multi-electron atoms.
True
False
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According to classical physics, atoms should:
Collapse due to spiraling electrons
Be stable
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Classical physics could explain discrete spectral lines.
True
False
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Observable phenomena of atoms include:
Photoelectric effect
Neither
Spectral lines
Both a and b
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Electron transitions in Bohr’s model produce:
Discrete spectral lines
No energy
Continuous radiation
Only infrared light
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Photon emission occurs when an electron absorbs energy and jumps to a higher level.
True
False
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Which of the following is a limitation of Bohr’s model?
Cannot explain multi-electron atoms
Cannot predict hydrogen spectrum
Does not have energy levels
Ignores the nucleus
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Increasing light intensity can eject electrons if the frequency is too low.
False
True
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Which parts of the atom interact to produce spectral lines?
Neutrons and photons
Only photons
Nucleus and electrons
Only the nucleus
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What happens when an electron jumps from a higher to a lower energy level?
A photon is emitted
Electron disappears
Nothing happens
A photon is absorbed
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Which model best predicts chemical behavior and probabilistic electron locations?
Classical
Bohr
Dalton
Electron cloud
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