Reflection of light having wavelength
A transparent film (having n = 1.6) is deposited on a glass lens (n = 2.8) to build a non-reflective coating. Determine the minimum thickness which would minimize the reflection of light having wavelength 410.0 nm in air?
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To form an oscillating LC system, you can select from an inductor of 40 mH, a capacitor of 7.6 µF and a capacitor of 1.4 µF. By using these elements in different combinations, what are:
A block of 5.7 Kg joined to a spring executes simple harmonic motion on the frictionless horizontal surface. At time t = 0s, the block consists of a displacement of -0.70m, a velocity of -0.80 m/s, and an acceleration of +2.7 m/s^2. The amplitude
A camera lens (having n = 1.20) is coated with a thin film of magnesium fluoride (n = 1.73) of thickness 80.0 nm. Determine wavelength in the visible spectrum most strongly transmitted via the film (in nm)?
Does graph of f (x) = (X^2 + x)/x seem to be continuous on interval [-4, 4] when using the graphing calculator? Write the short paragraph about significance of examining function analytically as well as graphically.
The central bright fringe within a single slit diffraction pattern from the light of wavelength 513 nm is 2.2 cm wide on a screen which is 1.05 m from the slit. (i) Determine how wide is the slit (in mm)?
Compute separately the relativistic mass correction and the spin-orbit energy shifts for positronium. Please put your energies in eV.
A uniform, 8.50, spherical shell 54.0 in diameter consists of four small 2.10 masses joined to its outer surface and uniformly spaced around it. This combination is spinning around an axis running through the centre of the sphere and two of the sm
Centauri A and Centauri B are binary stars with the separation of 3.45 x 10^12 m and an orbital period of 2.52 x 10^9s. Supposing the two stars are equally massive, find out their mass.
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