Q1. What is the path difference for the fourth bright fringe in a double-slit experiment?
A. \( 3\lambda \)
B. \( 4\lambda \)
C. \( \frac{7\lambda}{2} \)
D. \( 2\lambda \)
Q2. What is the resultant amplitude of two coherent waves of amplitude \( a \) with a phase difference of \( 4\pi \)?
A. \( a \)
B. \( 0 \)
C. \( a\sqrt{2} \)
D. \( 2a \)
Q3. What is the intensity at a point in a double-slit experiment where the path difference is \( \lambda/3 \), if the maximum intensity is \( 4I_0 \)?
A. \( 2I_0 \)
B. \( 4I_0 \)
C. \( I_0 \)
D. \( 0 \)
Q4. What causes the intensity to vary when a second polaroid is rotated in front of another polaroid through which unpolarized light has passed?
A. Change in wavelength
B. Variation in electric field component
C. Increase in frequency
D. Decrease in speed
Q5. What is the condition for coherence in a double-slit experiment?
A. Random phase difference
B. Different frequencies
C. Different amplitudes
D. Constant phase difference
Q6. Why does the wave nature of light allow it to produce a pattern of bright and dark regions when passing through a narrow slit?
A. Bending and interference
B. Speed increase
C. Frequency shift
D. Amplitude uniformity
Q7. What is the angular position of the first minimum in a single-slit diffraction pattern if the slit width is \( 15.0 \, \mu\text{m} \) and the wavelength is \( 750 \, \text{nm} \)?
A. 4.6°
B. 10.4°
C. 2.9°
D. 9.2°
Q8. What is the path difference for the sixth dark fringe in a double-slit experiment?
A. \( 5\lambda \)
B. \( \frac{11\lambda}{2} \)
C. \( \frac{9\lambda}{2} \)
D. \( 6\lambda \)
Q9. What causes the intensity of light to vary sinusoidally with angle when passing through two polaroids?
A. Wavelength change
B. Frequency shift
C. Cosine-squared dependence
D. Speed variation
Q10. What is the phase difference for destructive interference in a double-slit experiment when the path difference is \( \lambda \)?
A. \( 0 \)
B. \( 2\pi \)
C. \( \pi \)
D. \( \pi/2 \)
Physics — Wave Optics
Set 22 of 22
15:00
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