MEDIUM
JEE Main
IMPORTANT
Earn 100

How fast must an electron move to have kinetic energy equal to the photon energy of the sodium light at wavelength 588 nm?

Important Questions on Photons and Matter Waves

HARD
JEE Main
IMPORTANT
A special kind of light bulb emits monochromatic light of wavelength 630 nm. Electrical energy is supplied to it at the rate of 60 W and the bulb is 93% efficient at converting that energy to light energy. How many photons are emitted by the bulb during its lifetime of 730 h?
HARD
JEE Main
IMPORTANT
The stopping potential for electrons emitted from a surface illuminated by the light of wavelength 491 nm is 0.710 V. When the incident wavelength is changed to a new value, the stopping potential is 1.43 V(a) What is this new wavelength? (b) What is the work function for the surface?
MEDIUM
JEE Main
IMPORTANT
What is the photon energy for yellow light from a highway sodium lamp at a wavelength of 589 nm?
HARD
JEE Main
IMPORTANT
You wish to pick an element for a photocell that will operate via the photoelectric effect with visible light. Which of the following are suitable, (work functions are in parentheses) tantalum (4.2 eV), tungsten (4.5 eV), aluminium (4.2 eV), barium (2.5 eV), lithium (2.3 eV)?
HARD
JEE Main
IMPORTANT
What is the maximum kinetic energy of electrons knocked out of a thin copper foil by Compton scattering of an incident beam of 18.3 keV x rays? Assume the work function is negligible.
HARD
JEE Main
IMPORTANT
Light strikes a sodium surface, causing photoelectric emission. The stopping potential for the ejected electrons is 5.0 V and the work function of sodium is 2.2 eV. What is the wavelength of the incident light?
HARD
JEE Main
IMPORTANT
(a) In MeV c-1, what is the magnitude of the momentum associated with a photon having an energy equal to the electron rest energy? What are the (b) wavelength and (c) frequency of the corresponding radiation?
HARD
JEE Main
IMPORTANT
In a photoelectric experiment using a sodium surface, you find a stopping potential of 1.85 V for a wavelength of 300 nm and a stopping potential of 0.820 V for a wavelength of 400 nm. From these data find (a) a value for the Planck constant, (b) the work function Φ for sodium and (c) the cut-off wavelength λ0 for sodium.