EASY
JEE Main/Advance
IMPORTANT
Earn 100

Dual nature of radiation is shown by
(a)diffraction and reflection.
(b)refraction and diffraction.
(c)photoelectric effect alone.
(d)photoelectric effect and diffraction.
(e)interference and diffraction.

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Important Questions on Dual Nature of Radiation and Matter
EASY
JEE Main/Advance
IMPORTANT
An electron is in excited state in a hydrogen like atom. It has a total energy of. The kinetic energy of electron is and its de Broglie wavelength is . Then . Value of , is

EASY
JEE Main/Advance
IMPORTANT
A particle of mass at rest decays into two particles of masses and , having non-zero velocities. The ratio of the de Broglie wavelength of the particles is

MEDIUM
JEE Main/Advance
IMPORTANT
If work function of a metal is and wavelength of subjected radiation to the metal is . Then the de Broglie's wavelength (in Å) of photoelectrons emitted by the metal is nearly. Value of rounded off to nearest integer, is
(Given )

MEDIUM
JEE Main/Advance
IMPORTANT
The wavelength of photon of energy is same as the de Broglie wavelength of a material particle moving with the and kinetic energy . Then is

MEDIUM
JEE Main/Advance
IMPORTANT
A silver ball of radius is suspended by a thread in the vacuum chamber. UV light of wavelength is incident on the ball for some times during which a total energy of falls on the surface. Assuming on an average one out of photons incident is able to eject electron. The potential on sphere will be . Value of rounded off to integer, is

EASY
JEE Main/Advance
IMPORTANT
Photons are incident from vacuum on a transparent material with a refractive index for a given wavelength. The momentum of the incident photon, if its wavelength in the material is equal to, is . Value of, is

MEDIUM
JEE Main/Advance
IMPORTANT
Energy from the sun is received on the earth at the rate of . If average wavelength of solar light be taken at , then photons received on the face of earth facing the sun in hour (approx.), is . Value of, is
(cal = , Radius of earth ).

MEDIUM
JEE Main/Advance
IMPORTANT
An electron of mass when accelerated through a potential difference , has a de Broglie wavelength . The de Broglie wavelength associated with a proton of mass accelerated through a potential difference will be
