Class 12 Dual Nature Of Radiation And Matter CBSE Questions & Answers
Class 12 · Dual Nature Of Radiation And Matter
This is Physics Class 12 Dual Nature Of Radiation and Matter CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
Photon has a charge of
- A-2e; e= charge on electron
- B-e; e= charge on electron
- C+2e; e= charge on electron
- DzeroCorrect
2
Photons can be
- Adeflected by magnetic fields
- BscatteredCorrect
- Cdeflected by magnetic fields
- Ddeflected by electric fields
3
In a photon-particle collision (such as photon-electron collision) the quantity which is not conserved is
- ANone of the above
- Btotal energy
- Cnumber of photonsCorrect
- Dtotal momentum
4
De Broglie proposed that the wave length \(\lambda \) associated with a particle of momentum p = mv is given as
- A\({h \over {2mv}}\)
- B\({h \over {mv}}\)Correct
- C\({{2h} \over {mv}}\)
- D\({{mv} \over h}\)
5
Davisson Germer experiment proves that
- Aelectrons exhibit particle nature
- Belectrons exhibit wave natureCorrect
- Cprotons exhibit wave nature
- Dneutrons exhibit wave nature
6
A photon is
- Aa quantum of light energyCorrect
- Ban instrument for measuring light intensity
- Ca positive charged particle
- Da quantum of matter
7
A photoelectric cell converts
- Alight energy into heat energy
- Blight energy into sound energy
- Celectric into light energy
- Dlight energy into electric energyCorrect
8
The momentum of photon having energy E is
- AZero
- BE/h
- C\({\rm{E}}/{{\rm{c}}^{\rm{2}}}\)
- DE/cCorrect
9
Photo-electric effect can be explained only by assuming that light
- Acan be polarized
- Bis a form of transverse waves
- Cconsists of quantaCorrect
- Dis a form of longitudinal waves
10
The energy of a photon corresponding to the visible light of maximum wavelength is approximately
- A7 eV
- B1 eV
- C1.6 eVCorrect
- D3.2 eV
11
In order to increase the kinetic energy of ejected photoelectrons, there should be an increase in
- ABoth the wavelength and intensity of radiation
- Bfrequency of radiationCorrect
- Cintensity of radiation
- Dwavelength of radiation
12
If h is Planck’s constant, the momentum of a photon of wavelength 0.01 \(\mathop A\limits^0 \) is
- Ah
- B\({\rm{1}}{0^{\rm{2}}}\)h
- C\({\rm{1}}{0^{{\rm{12}}}}\)hCorrect
- D\({\rm{1}}{0^{{\rm{12}}}}\)h
13
Planck’s constant has the dimensions of
- AForce
- BAngular momentumCorrect
- CLinear momentum
- DEnergy
14
Number of ejected photoelectrons increases with increase
- Ain wavelength of light
- Bnever
- Cin intensity of lightCorrect
- Din frequency of light
15
A photon behaves as if it had a mass equal to
- Ahvc
- B\({\rm{hv}}/{{\rm{c}}^{\rm{2}}}\)Correct
- Chv/c
- D\({{\rm{c}}^{\rm{2}}}\)/hv