

Electrons in Atoms - Quantum Theory and the Atom
Presentation
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Science
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9th - 12th Grade
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Practice Problem
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Hard
Standards-aligned
NICOLE MILLER
FREE Resource
40 Slides • 15 Questions
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Multiple Choice
Who was responsible for the development of the planetary model of the atom?
Niels Bohr
Albert Einstein
Ernest Rutherford
Marie Curie
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Multiple Choice
According to Bohr's atomic model, what happens to the energy of an electron as it moves further away from the nucleus?
The energy increases
The energy decreases
The energy remains the same
The energy becomes zero
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Multiple Select
Which of the following statements are correct according to Bohr's atomic model?
Electrons orbit the nucleus in specific energy levels.
The lowest energy state of an atom is called the ground state.
Orbit levels are assigned quantum numbers.
Electrons can exist anywhere around the nucleus without restriction.
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Fill in the Blank
Bohr assigned each orbit level a number called a ___.
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Multiple Choice
What is the ground state of the hydrogen atom?
When the electron is in the n=2 orbit
When the electron is in the n=3 orbit
When the electron is in the n=1 orbit
When the electron is in the n=4 orbit
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Multiple Choice
What must happen for the electron in a hydrogen atom to move to an excited state orbital?
The atom must lose energy
The atom must gain energy
The atom must emit light
The atom must split
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Fill in the Blank
When an electron in a hydrogen atom releases energy, it goes back to a ___ energy orbit.
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Multiple Choice
According to the formula ΔE = E_higher-energy orbit - E_lower-energy orbit, what does the energy change correspond to?
The energy of the atom
The energy of the photon emitted or absorbed
The energy of the nucleus
The energy of the electron only
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Multiple Choice
Why did Bohr's model succeed in explaining the emission spectrum of hydrogen but fail with other elements?
Because hydrogen has only one electron, making its spectrum simpler to model.
Because Bohr's model could not explain the behavior of electrons in atoms with more than one electron.
Because the energy levels in multi-electron atoms are affected by electron-electron interactions.
All of the above.
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Multiple Select
Which statements about standing waves on a harp string and electrons in circular orbits are correct?
Both can only have whole number wavelengths.
Both can only have half wavelengths.
Harp strings can only have half wavelengths, while electrons in orbits can only have whole number wavelengths.
Electrons in orbits can have any wavelength.
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Fill in the Blank
Louis de Broglie proposed a 'fix' for the Bohr energy level model by introducing the concept of ___ associated with electrons.
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Multiple Choice
Why can only whole number wavelengths exist in a circular orbit, according to the diagram and statement?
Because only whole numbers fit perfectly in a circle, preventing destructive interference.
Because electrons can only have integer values of energy.
Because fractional wavelengths would result in destructive interference and are not allowed.
Because the orbit must be a perfect circle.
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Multiple Choice
If an electron is considered as a wavelength and is restricted to circular orbits of fixed radius, what are the possible outcomes?
There can only be specific wavelengths, frequencies, and possible energies.
There can be any wavelength, frequency, and energy.
There can only be specific wavelengths, but any frequency and energy.
There can only be specific energies, but any wavelength and frequency.
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Fill in the Blank
Fill in the blank: According to the de Broglie equation, the wavelength (λ) of a particle is equal to Planck's constant divided by the product of the particle's mass and its ___.
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Multiple Choice
Which scientist is associated with the formulation of the Uncertainty Principle, and what does this principle state about the measurement of particles?
Werner Heisenberg; It is impossible to know both the position and velocity of a particle precisely at the same time.
Erwin Schrödinger; It is impossible to know both the energy and mass of a particle precisely at the same time.
Werner Heisenberg; It is impossible to know both the energy and mass of a particle precisely at the same time.
Erwin Schrödinger; It is impossible to know both the position and velocity of a particle precisely at the same time.
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