Q.3(a) In Young's single slit diffraction prove that the ratio of intensities of secondary
maxima to the central maxima is 4.5%?
(10+10)
(b)
A piece of thread oscillates with y = 4sin nxcos20nt.
Calculate amplitude and velocity of superposition which forms these
vibrations,
City
Calculate the distunce between two consecutive nodes.
Find the velocity in transverse direction with 4 = 1.0 cm and t = ''s
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Answer:
6 sin cos theta
Explanation:
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Answer:
The ratio of the intensity of the principal maximum to the intensity of the secondary maximum is equal to nine to one, meaning the principal maxima have nine times more intensity than the secondary maxima.11-Sep-2018
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