Class 12 Wave Optics CBSE Questions & Answers
Class 12 · Wave Optics
This is Physics Class 12 Wave Optics CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
Referring to the Young’s double slit experiment, Phase difference corresponding to a Path Difference of \(\lambda \) /3 is
- A\({\rm{9}}0^\circ \)DC
- B\({\rm{18}}0^\circ \)
- C\({\rm{6}}0^\circ \)
- D\({\rm{12}}0^\circ \)Correct
2
Referring to the Young’s double slit experiment, Path Difference corresponding to a Phase difference of π/3 is
- A\(\lambda \)/3
- B\(\lambda \)/6Correct
- C\(\lambda \)/5
- D\(\lambda \)/4
3
Referring to the Young’s double slit experiment, if D and d are distance from slit to screen and screen center to point P fringe width is given by
- A\(\lambda {\rm{D}}/{\rm{2d}}\)
- B\({\rm{3}}\lambda {\rm{D}}/{\rm{d}}\)
- C\(\lambda {\rm{D}}/{\rm{d}}\)Correct
- D\({\rm{2}}\lambda {\rm{D}}/{\rm{d}}\)
4
In general the term diffraction is used
- ANone of the above
- Bif two sources are added vectorially
- Cif large number of sources is added vectoriallyCorrect
- Dif single source is multiplied by scalar
5
Diffraction also refers to
- Athe bonding of light to an obstacle
- BNone of the above
- Cthe bending of light in a medium
- Dthe bending of light around an obstacleCorrect
6
In the single slit diffraction every point on the slit acts
- Ato increase intensity
- Bas a secondary sourceCorrect
- CNone of the above
- Dto reduce intensity
7
In the single slit diffraction the screen is at a large distance compared to slit width the different rays from the slit would be
- ANone of the above
- BparallelCorrect
- Canti parallel
- Dperpendicular
8
In the single slit diffraction the screen is at a large distance compared to slit width and \(\theta \) is the angle between straight line joining the center of the screen to center of slit and center of slit to the point of observation, a is slit width, maxima are got at \(\theta \) =
- A(n +\({1 \over 2}){\lambda \over a}\)Correct
- B(n +\({1 \over 2}){{2\lambda } \over a}\)
- C(n +\({1 \over 3}){\lambda \over a}\)
- D(n + \({1 \over 2}){\lambda \over 2}\)
9
Which of the following phenomenon cannot be explained by diffraction?
- AThe rainbow fringes of an oil slick on waterCorrect
- Black of sharp boundary when a point source of light illuminates a straightedge
- Cfringes observed from a large number of parallel slits
- DA bulb filament viewed through two blades held so that the edges form a slit
10
If two stars have an angular separation of \(\Delta \theta \) and ‘a’ is the radius of the telescope aperture, then the angular resolution (for the stars to appear separate) is given by the expression
- A\({{0.67\lambda } \over a}\)
- B\({{0.91\lambda } \over a}\)
- C\({{0.81\lambda } \over a}\)
- D\({{0.61\lambda } \over a}\)Correct
11
If D and f are the objective diameter, and focal length, Minimum separation, \({{\rm{d}}_{{\rm{min}}}}\), in the object plane of a compound microscope that can be resolved is given by
- A\({{1.52f\lambda } \over D}\)
- B\({{1.62f\lambda } \over D}\)
- C\({{1.22f\lambda } \over D}\)Correct
- D\({{1.32f\lambda } \over D}\)
12
If ‘a’ is aperture size (i.e., slit or hole) and λ the wave length formula for Fresnel distance is
- A\({\lambda ^{\rm{2}}}/{\rm{2a}}\)
- B\({{\rm{a}}^{\rm{2}}}/{\rm{2}}\lambda \)
- C\({\lambda ^{\rm{2}}}/{\rm{a}}\)
- D\({{\rm{a}}^{\rm{2}}}/\lambda \)Correct
13
For distances much greater than Fresnel distance ZF
- Aspreading due to diffraction is small
- Bspreading due to diffraction dominates over that due to ray opticsCorrect
- CNo diffraction is observed
- DNone of the above
14
We say that a light wave is linearly polarized in y direction if
- Athe wave is stationary
- Bthe wave has only z displacements
- Cthe wave has only x displacements
- Dthe wave has only y displacementsCorrect
15
If \({{\rm{I}}_0}\) is the intensity after the first Polaroid the intensity emerging from the second Polaroid kept at an angle \(\theta \) to the first is given by
- A\({{\rm{I}}_0}{\rm{cos}}\theta \)
- B\({{\rm{I}}_0}{\rm{co}}{{\rm{s}}^{\rm{2}}}\theta \)Correct
- C\({{\rm{I}}_0}{\rm{co}}{{\rm{s}}^{\rm{2}}}\theta /{\rm{2}}\)
- D\({\rm{2}}{{\rm{I}}_0}{\rm{co}}{{\rm{s}}^{\rm{2}}}\theta \)