Definition
Photoelectric effect is the emission of electrons from a material surface when electromagnetic radiation of sufficient frequency falls on it.
Master photon emission, threshold frequency, stopping potential and every important photoelectric graph.
Photoelectric effect is the emission of electrons from a material surface when electromagnetic radiation of sufficient frequency falls on it.
One photon transfers its energy hν to one electron. Part overcomes the work function and the remainder becomes kinetic energy.
Energy is delivered in a single photon-electron interaction, so no classical accumulation time is required.
Hertz observed UV-assisted spark discharge; Hallwachs observed loss of negative charge from illuminated zinc.
Minimum surface escape energy; depends on material and surface condition.
No emission occurs for ν < ν₀, regardless of intensity.
Emission requires λ ≤ λ₀.
Surface electrons need less energy to escape than deeply bound electrons; emitted electrons therefore have a range of kinetic energies.
The variable battery can accelerate electrons toward the anode or reverse the field to retard them. The microammeter measures collected photoelectric current in the evacuated tube.
Every cathode material has a minimum frequency ν₀.
Emission begins essentially as soon as suitable light arrives.
Higher intensity increases current by increasing photon flux.
Higher frequency increases Kmax and stopping potential.
Electrons emerge with energies from nearly zero up to Kmax.
At sufficiently positive anode potential, all emitted electrons are collected.
The least frequency capable of liberating electrons from a given surface.
ν₀ = Φ/hFor λ > λ₀, emission is impossible.
For Φ = 2.0 eV, λ₀ = 1240/2.0 = 620 nm.
Increasing intensity below ν₀ only adds more low-energy photons; it cannot cause emission.
V₀ is the reverse potential just sufficient to prevent even the fastest photoelectrons from reaching the anode.
V₀ rises linearly with frequency and is independent of intensity.
Saturation current is reached when every emitted photoelectron is collected. It increases with photon flux and therefore with intensity, but its ideal value is not controlled by stopping potential.
At fixed ν > ν₀, greater intensity means more photons per second, more emitted electrons and larger saturation current. Photon energy, Kmax and V₀ stay unchanged.
At fixed intensity, increasing frequency increases photon energy and makes the stopping potential larger in magnitude. In the idealised comparison, saturation current remains the same.
For each metal, emission occurs only when ν ≥ ν₀.
Photoelectric current is proportional to incident intensity above threshold.
Kmax and stopping potential depend on frequency, not intensity.
Emission begins without measurable time lag.
At fixed frequency and intensity, current reaches saturation at sufficient positive potential.
Light frequency is 5.0×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 0.07 eV
Solution: Kmax = hν − Φ = 0.07 eV.
A metal has work function 2.0 eV. Find threshold frequency.
Answer: 4.835e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 2.5 eV. Find stopping potential.
Answer: 2.5 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 380 nm.
Answer: 3.26 eV
Solution: E = hc/λ = 1240/380 = 3.26 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 5.6×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 0.32 eV
Solution: Kmax = hν − Φ = 0.32 eV.
A metal has work function 2.4 eV. Find threshold frequency.
Answer: 5.803e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 3.0 eV. Find stopping potential.
Answer: 3.0 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 300 nm.
Answer: 4.13 eV
Solution: E = hc/λ = 1240/300 = 4.13 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 6.2×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 0.56 eV
Solution: Kmax = hν − Φ = 0.56 eV.
A metal has work function 2.0 eV. Find threshold frequency.
Answer: 4.835e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 1.0 eV. Find stopping potential.
Answer: 1.0 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 320 nm.
Answer: 3.88 eV
Solution: E = hc/λ = 1240/320 = 3.88 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 6.8×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 0.81 eV
Solution: Kmax = hν − Φ = 0.81 eV.
A metal has work function 2.4 eV. Find threshold frequency.
Answer: 5.803e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 1.5 eV. Find stopping potential.
Answer: 1.5 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 340 nm.
Answer: 3.65 eV
Solution: E = hc/λ = 1240/340 = 3.65 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 7.4×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 1.06 eV
Solution: Kmax = hν − Φ = 1.06 eV.
A metal has work function 2.0 eV. Find threshold frequency.
Answer: 4.835e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 2.0 eV. Find stopping potential.
Answer: 2.0 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 360 nm.
Answer: 3.44 eV
Solution: E = hc/λ = 1240/360 = 3.44 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 8.0×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 1.31 eV
Solution: Kmax = hν − Φ = 1.31 eV.
A metal has work function 2.4 eV. Find threshold frequency.
Answer: 5.803e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 2.5 eV. Find stopping potential.
Answer: 2.5 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 380 nm.
Answer: 3.26 eV
Solution: E = hc/λ = 1240/380 = 3.26 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 8.6×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 1.56 eV
Solution: Kmax = hν − Φ = 1.56 eV.
A metal has work function 2.0 eV. Find threshold frequency.
Answer: 4.835e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 3.0 eV. Find stopping potential.
Answer: 3.0 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 300 nm.
Answer: 4.13 eV
Solution: E = hc/λ = 1240/300 = 4.13 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 9.2×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 1.81 eV
Solution: Kmax = hν − Φ = 1.81 eV.
A metal has work function 2.4 eV. Find threshold frequency.
Answer: 5.803e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 1.0 eV. Find stopping potential.
Answer: 1.0 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 320 nm.
Answer: 3.88 eV
Solution: E = hc/λ = 1240/320 = 3.88 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 9.8×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 2.05 eV
Solution: Kmax = hν − Φ = 2.05 eV.
A metal has work function 2.0 eV. Find threshold frequency.
Answer: 4.835e+14 Hz
Solution: ν₀ = Φ/h after converting eV to joules.
Find threshold wavelength for work function 3.0 eV.
Answer: 413.3 nm
Solution: λ₀ = hc/Φ; using hc = 1240 eV·nm gives 413.3 nm.
Maximum kinetic energy is 1.5 eV. Find stopping potential.
Answer: 1.5 V
Solution: eV₀ = Kmax, so the numerical value in volts equals the energy in eV.
Find photon energy for wavelength 340 nm.
Answer: 3.65 eV
Solution: E = hc/λ = 1240/340 = 3.65 eV.
A metal has ν₀ = 4.0×10¹⁴ Hz and stopping potential 1.75 V. Estimate incident frequency.
Answer: 8.23×10¹⁴ Hz
Solution: hν = hν₀ + eV₀, so ν = ν₀ + eV₀/h.
Light frequency is 10.4×10¹⁴ Hz and work function is 2 eV. Find Kmax.
Answer: 2.30 eV
Solution: Kmax = hν − Φ = 2.30 eV.
These are original examination-style questions, not verbatim copyrighted past papers.
A. Kmax = hν − Φ
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. V₀ = Kmax/e
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. ν₀ = Φ/h
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. saturation current ∝ intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax is independent of intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax = hν − Φ
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. V₀ = Kmax/e
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. ν₀ = Φ/h
C. frequency depends on intensity
D. sub-threshold light always emits
A. saturation current ∝ intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax is independent of intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax = hν − Φ
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. V₀ = Kmax/e
C. frequency depends on intensity
D. sub-threshold light always emits
A. ν₀ = Φ/h
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. saturation current ∝ intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax is independent of intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax = hν − Φ
C. frequency depends on intensity
D. sub-threshold light always emits
A. V₀ = Kmax/e
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. ν₀ = Φ/h
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. saturation current ∝ intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax is independent of intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax = hν − Φ
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. V₀ = Kmax/e
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. ν₀ = Φ/h
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. saturation current ∝ intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax is independent of intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax = hν − Φ
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. V₀ = Kmax/e
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. ν₀ = Φ/h
C. frequency depends on intensity
D. sub-threshold light always emits
A. saturation current ∝ intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax is independent of intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax = hν − Φ
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. V₀ = Kmax/e
C. frequency depends on intensity
D. sub-threshold light always emits
A. ν₀ = Φ/h
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. saturation current ∝ intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax is independent of intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax = hν − Φ
C. frequency depends on intensity
D. sub-threshold light always emits
A. V₀ = Kmax/e
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. ν₀ = Φ/h
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. saturation current ∝ intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax is independent of intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax = hν − Φ
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. V₀ = Kmax/e
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. ν₀ = Φ/h
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. saturation current ∝ intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax is independent of intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax = hν − Φ
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. V₀ = Kmax/e
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. ν₀ = Φ/h
C. frequency depends on intensity
D. sub-threshold light always emits
A. saturation current ∝ intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax is independent of intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax = hν − Φ
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. V₀ = Kmax/e
C. frequency depends on intensity
D. sub-threshold light always emits
A. ν₀ = Φ/h
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. saturation current ∝ intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax is independent of intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax = hν − Φ
C. frequency depends on intensity
D. sub-threshold light always emits
A. V₀ = Kmax/e
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. ν₀ = Φ/h
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. saturation current ∝ intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax is independent of intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax = hν − Φ
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. V₀ = Kmax/e
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. ν₀ = Φ/h
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. saturation current ∝ intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax is independent of intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax = hν − Φ
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. V₀ = Kmax/e
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. ν₀ = Φ/h
C. frequency depends on intensity
D. sub-threshold light always emits
A. saturation current ∝ intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax is independent of intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax = hν − Φ
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. V₀ = Kmax/e
C. frequency depends on intensity
D. sub-threshold light always emits
A. ν₀ = Φ/h
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. saturation current ∝ intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax is independent of intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax = hν − Φ
C. frequency depends on intensity
D. sub-threshold light always emits
A. V₀ = Kmax/e
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. ν₀ = Φ/h
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. saturation current ∝ intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax is independent of intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax = hν − Φ
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. V₀ = Kmax/e
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. ν₀ = Φ/h
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. saturation current ∝ intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax is independent of intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax = hν − Φ
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. V₀ = Kmax/e
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. ν₀ = Φ/h
C. frequency depends on intensity
D. sub-threshold light always emits
A. saturation current ∝ intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax is independent of intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax = hν − Φ
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. V₀ = Kmax/e
C. frequency depends on intensity
D. sub-threshold light always emits
A. ν₀ = Φ/h
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. saturation current ∝ intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax is independent of intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax = hν − Φ
C. frequency depends on intensity
D. sub-threshold light always emits
A. V₀ = Kmax/e
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. ν₀ = Φ/h
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. saturation current ∝ intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax is independent of intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax = hν − Φ
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. V₀ = Kmax/e
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. ν₀ = Φ/h
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. saturation current ∝ intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax is independent of intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax = hν − Φ
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. V₀ = Kmax/e
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. ν₀ = Φ/h
C. frequency depends on intensity
D. sub-threshold light always emits
A. saturation current ∝ intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax is independent of intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax = hν − Φ
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. V₀ = Kmax/e
C. frequency depends on intensity
D. sub-threshold light always emits
A. ν₀ = Φ/h
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. saturation current ∝ intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax is independent of intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax = hν − Φ
C. frequency depends on intensity
D. sub-threshold light always emits
A. V₀ = Kmax/e
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. ν₀ = Φ/h
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. saturation current ∝ intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax is independent of intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax = hν − Φ
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. V₀ = Kmax/e
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. ν₀ = Φ/h
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. saturation current ∝ intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Kmax is independent of intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax = hν − Φ
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. V₀ = Kmax/e
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. ν₀ = Φ/h
C. frequency depends on intensity
D. sub-threshold light always emits
A. saturation current ∝ intensity
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. Kmax is independent of intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax = hν − Φ
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. V₀ = Kmax/e
C. frequency depends on intensity
D. sub-threshold light always emits
A. ν₀ = Φ/h
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. saturation current ∝ intensity
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. Kmax is independent of intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax = hν − Φ
C. frequency depends on intensity
D. sub-threshold light always emits
A. V₀ = Kmax/e
B. frequency depends on intensity
C. sub-threshold light always emits
D. stopping potential is proportional to intensity
A. frequency depends on intensity
B. sub-threshold light always emits
C. stopping potential is proportional to intensity
D. ν₀ = Φ/h
A. sub-threshold light always emits
B. stopping potential is proportional to intensity
C. saturation current ∝ intensity
D. frequency depends on intensity
A. stopping potential is proportional to intensity
B. Kmax is independent of intensity
C. frequency depends on intensity
D. sub-threshold light always emits
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
A. Both true; reason explains assertion
B. Both true; reason does not explain assertion
C. Assertion true; reason false
D. Assertion false; reason true
Intensity changes saturation current. Frequency changes stopping potential and Kmax.
High intensity cannot overcome a sub-threshold frequency. V₀ does not depend on intensity.
Use hc = 1240 eV·nm. Convert work function carefully. Read graph slope and intercepts.