The work function for cesium is 1.9eV.
A) Find the threshold frequency for the photoelectric effect.
B) Find the stopping potential if the wavelength of the incident light is 400nm.
The work function for cesium is W = 1.9eV.
= 1.9 x 1.6 x 10 -19 J
A) The threshold frequency for the photoelectric effect f = W / h
Where h = planck's constant = 6.625 x 10 -34 J s
Substitute values you get f = 4.588 x10 14 Hz
B) The stopping potential if the wavelength of the incident light is 400nm is V = ?
V e= (hc / ) - W
Where = 400 x 10 -9 m
Substitute values you get V e= (4.96875 x 10 -19 ) - (1.9 x1.6 x 10 -19 )
where e = 1.6 x 10 -19 C
So, V = 3.105 - 1.9
= 1.205 volts
The work function for cesium is 1.9eV. A) Find the threshold frequency for the photoelectric effect....
In the photoelectric effect, you got familiar with threshold frequency, stopping potential, and how they are inter-related. The wavelength() corresponding to the threshold frequency of potassium is 558 nm. What is the work function for potassium? What is the maximum kinetic energy of e- when light of 400 nm is incident on potassium? If the intensity of light is 10-2W/m², how many photons are incident per second per square meter? (4 points)
The threshold wavelength for the photoelectric effect for silver is 262 nm. What is the work function 0for silver? What is the maximum kinetic energy K Emax of an emitted electron if the incident light has a wavelength of 212 nm? KEmax =
In his explanation of the threshold frequency in the photoelectric effect, Einstein reasoned that the absorbed photon must have the minimum energy required to dislodge an electron from the metal surface. This energy is called the work function (Φ) of that metal. What is the longest wavelength of radiation (in nm) that could cause the photoelectric effect in each of the following metals?
Which of the following statements is correct for photoelectric effect? (A) In order to eject electrons from a metal surface, the wavelength of photon must be shorter than the threshold wavelength. (B) In order to eject electrons from a metal surface, the frequency of photon must be lower than the cut-off frequency. (C) The work function increases with increasing the frequency of photons. (D) The work function increases with increasing the wavelength of photons. (E) The kinetic energy of ejected...
3. What is photoelectric effect? Explain details threshold frequency, and stopping potentials? Sketch the diagram and necessary formula? Problem-3: What is the threshold wavelength of electron generated by 200 V?
6. Photoelectric effect. You perform a photoelectric experiment on an unknown material and get the following data: Stopping potential (V) 0.4 Frequency (THz) 560 700 780 830 1010 1210 1.3 1.7 2.4 From this data, and using Excel or an equivalent data tool, find a. the work function (in eV). b. the cutoff (threshold) wavelength for this material, c. the slope, d, an estimate of h e. What is your percent error in your h calculation? Include the Excel graph...
just need help on part b. Thanks Sodium has a work function of 2.46 eV (a) Find the cutoff wavelength and cutoff frequency for the photoelectric effect wavelength 504.1 frequency 5.951E14Hz nm (b) What is the stopping potential if the incident light has a wavelength of 164 nm? 7.6 Your response differs from the correct answer by more than 10%. Double check your calculations. V
The photoelectric effect demonstrates the quantized nature of light. a) What is the kinetic energy and speed of an electron ejected from a Na surface with work function 2.28 eV when illuminated by light of wavelength i) 410 nm ii) 600 nm? b) What is the critical frequency fo of incident light below which no electrons are ejected? c) Sketch a graph of kinetic energy of the ejected electron vs. frequency of incident light for the photoelectric effect in sodium....
In a photoelectric effect experiment in which monochromatic light of wave- length, X, falls on a potassium surface, it is found the stopping potential is 1.91 V for λ-3000 and 0.88 V for λ-: 4000 Á. For these data, calcu- late: a) Planck's constant using e-1.69 × 10-19 C, b) the work function. W, for potassium, and c) the threshold frequency, vT for potassium.
For metallic cesium (Cs), the threshold energy is 1.95 eV (1 eV = 1.602·10−19 J). Find the threshold frequency and wavelength. In what part of the spectrum will Cs begin to emit photoelectrons? Describe the situation when the wavelength of the incident light is 530 nm. If applicable, find the kinetic energy and, if you are so inclined, the velocity of photoelectrons if Cs is irradiated with that light.