Photons
5 questionsKey ideaA photon’s energy is E = hf = hc/λ. Higher frequency means more energy per photon; brighter light means more photons.
Common mistakeThinking brighter light means more energetic photons.
Covers: Photons, atoms, nuclei and quantum ideas. Quiz one topic at a time or take the whole unit.
The idea each topic turns on, and the mistake students make most often.
Key ideaA photon’s energy is E = hf = hc/λ. Higher frequency means more energy per photon; brighter light means more photons.
Common mistakeThinking brighter light means more energetic photons.
Key ideaKmax = hf − φ, where φ is the work function. Electrons are emitted only above the threshold frequency, however bright the light.
Common mistakeThinking increasing the intensity increases the electrons’ maximum kinetic energy. It increases the number of electrons.
Key ideaA photon emitted or absorbed carries exactly the energy difference between two levels, so the spectrum is discrete lines.
Common mistakeUsing the energy of a single level instead of the difference between two.
Key ideaMatter has a de Broglie wavelength λ = h/p, so a larger momentum means a shorter wavelength.
Common mistakeThinking only light has wave behavior, or that a faster or heavier particle has a longer wavelength. Larger momentum means a shorter wavelength.
Key ideaIn a decay, the nucleon number and charge are conserved. After each half-life, half of the remaining nuclei are left.
Common mistakeThinking all the nuclei decay after two half-lives. A quarter remain.
This is one of the 24 questions in the Unit 15 quiz.
Light below a metal’s threshold frequency shines on it, and no electrons are emitted. The light is made much brighter. What happens?
Each electron absorbs one photon. Does brighter light change the energy of each photon?
Answer: A. Still no electrons are emitted
Each electron absorbs one photon. Below the threshold frequency, no single photon has enough energy to free an electron, no matter how many photons arrive.
AP-style FRQs for this unit. Students score themselves point by point against a rubric and see a full solution.